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672 KiB
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1 line
672 KiB
JSON
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2, "series_summary": "Teil der physikalischen Chemie"}}, {"model": "main.tutorialseries", "pk": 4, "fields": {"tutorial_series": "Freenas", "tutorial_category": 5, "series_summary": "Docker | Rancher | Freenas | Cookbook | Sourcen"}}, {"model": "main.tutorialseries", "pk": 5, "fields": {"tutorial_series": "Django", "tutorial_category": 5, "series_summary": "Hints etc fpr Django"}}, {"model": "main.tutorialseries", "pk": 7, "fields": {"tutorial_series": "Update", "tutorial_category": 6, "series_summary": "Werde Herr ueber dass Vorhandene"}}, {"model": "main.tutorialseries", "pk": 8, "fields": {"tutorial_series": "Biochemie", "tutorial_category": 2, "series_summary": "alles f\u00fcr die private Biochemie"}}, {"model": "main.tutorialseries", "pk": 9, "fields": {"tutorial_series": "Bauteile", "tutorial_category": 7, "series_summary": "vorhandenes und wissenwertes"}}, {"model": "main.tutorialseries", "pk": 10, "fields": {"tutorial_series": "LuminolFlowCell", "tutorial_category": 2, "series_summary": "Entwicklung einer FlowCell auf Luminol basierte Chemilumineszenz"}}, {"model": "main.tutorialseries", "pk": 11, "fields": {"tutorial_series": "Bergung", "tutorial_category": 6, "series_summary": "Vorhandenes retten"}}, {"model": "main.tutorialseries", "pk": 12, "fields": {"tutorial_series": "Fluoreszenz", "tutorial_category": 2, "series_summary": "EXperimente zur Fluoreszenz"}}, {"model": "main.tutorial", "pk": 4, "fields": {"tutorial_title": "Oszilloskop", "tutorial_content": "<p><strong>Das Oszilloskop Owon XDS3202 200Mhz 1GSa/s</strong></p>\r\n<p> </p>\r\n<p><a href=\"media/books/XDS3000.pdf\" target=\"_blank\" rel=\"noopener\">Manual</a></p>\r\n<p> </p>", "tutorial_published": "2019-08-30T14:40:35Z", "tutorial_series": 1, "tutorial_slug": "ozzi"}}, {"model": "main.tutorial", "pk": 5, "fields": {"tutorial_title": "Acht Thesen zu Heidegger und Wittgenstein", "tutorial_content": "<ol>\r\n<li>Heidegger und Wittgenstein destruieren eine Vorhandenheitsontologie bzw eine Vorhandenheitssemantik</li>\r\n<li>Grundlage dieser Destruktion ist eine Radikalisierung der Sinnkritk:\r\n<ul>\r\n<li>\r\n<div>Fragwürdigkeit des Sinns von Sein</div>\r\n</li>\r\n<li>\r\n<div>Möglichkeitsbedingung von sprachlichem Sinn und sprchlicher Bedeutung</div>\r\n</li>\r\n</ul>\r\n</li>\r\n<li>Kritik der klassischen Bewußtseinphilosophie, eines Dualismus zwischen privater <em>Innenwelt</em> und öffentlicher <em>Außenwelt, </em>sowie des subjektzentierten Denkens überhaupt</li>\r\n<li>Lebensweltliche Alltagspaxis - pragmatische Analyse der Sinnkonstitution statt klassische Ontologie, Bewußtseins- und Transzendentalphilosophie</li>\r\n<li>Kritik des traditionellen Wahrheitsbegiffs | Adäquationstheorie | Abblidtheorie der Bedeutung durch\r\n<ul>\r\n<li>pragmatische Elemente [ Zuhandenheit | Sorge | Bedeutung | Gebrauch ] die zu einem Holismus führen Verweisungszusammenhang im Kontext einer Bewandnisganzheit</li>\r\n<li>Sprachspiele die nur in konkren Lebenformen Bedeutung stiften können</li>\r\n</ul>\r\n</li>\r\n<li>Tiefenhermeneutik: Wichtige Aspecke der Dinge sind durch ihre Einfachheit und Alltäglichkeit verborgen.</li>\r\n<li>Es geht beiden um die Bedingung der Möglichkeit der Lebensphänome, nicht um deren theoretisch Erklärung oder deren empirisch-kontingente Verfassung. Insofern treten Fundamentalontologie / existentiale Anmalytik und Sprachkritk / Philosophische Grammatik das transzendentalphilosophische ERbe an - freilich ohne bewußtseinphilosophische Prämissen</li>\r\n<li>Negative Metaphysik: Das in der Alltäglichkeit Verborgenen und der des Zeigens und Sich-Ziegens des bgerifflich-refelxiv Unsagbaren verbinden Heidegger</li>\r\n</ol>", "tutorial_published": "2019-09-03T17:47:02Z", "tutorial_series": 2, "tutorial_slug": "achtthesen"}}, {"model": "main.tutorial", "pk": 6, "fields": {"tutorial_title": "Luminol Oszillation Frequenz", "tutorial_content": "<p><strong>Eregebnis einfacher Experimente</strong></p>\r\n<p> </p>\r\n<h5 class=\"western\" lang=\"zxx\">Frequenz der Oszillation</h5>\r\n<p lang=\"zxx\">Zur Analyse des zeitlichen Auftretens der Oszillation werden die Daten, die Octave->hplc liefert mit Octave->belu1(arr,tresh,skip) analysiert. Die Daten <em>arr</em> werden ab <em>skip</em> berücksichtigt, wenn sie über dem Wert <em>tresh</em> liegen.</p>\r\n<p lang=\"zxx\">Es wurden drei Versuche (0.3|0.3|<strong>0.6</strong>|03) bei 40grad Vorwärmtemperatur ausgewertet</p>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 257px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 239px;\">\r\n<td style=\"width: 50%; height: 239px;\"><img src=\"../../../../media/exp22_191.jpeg\" alt=\"exp191\" width=\"300\" height=\"236\" /></td>\r\n<td style=\"width: 50%; height: 239px;\"><img src=\"../../../../media/exp22_194.jpeg\" alt=\"\" width=\"300\" height=\"215\" /></td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 50%; height: 18px;\"><img src=\"../../../../media/exp22_195.jpeg\" alt=\"\" width=\"300\" height=\"236\" /></td>\r\n<td style=\"width: 50%; height: 18px;\">\r\n<p><img src=\"../../../../media/frequenz_191_194_195.jpeg\" alt=\"\" width=\"300\" height=\"236\" /></p>\r\n<p>Abstand der Peaks in Sekunden</p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>", "tutorial_published": "2019-09-17T18:27:28Z", "tutorial_series": 3, "tutorial_slug": "LumOszFre"}}, {"model": "main.tutorial", "pk": 7, "fields": {"tutorial_title": "Rancher", "tutorial_content": "<p><strong>First Config</strong></p>\r\n<p>$ sudo ros config set rancher.network.interfaces.eth0.address 192.168.2.75/24<br />$ sudo ros config set rancher.network.interfaces.eth0.gateway 192.168.2.1<br />$ sudo ros config set rancher.network.interfaces.eth0.mtu 1500<br />$ sudo ros config set rancher.network.interfaces.eth0.dhcp false<br />$ sudo ros config set rancher.network.dns.nameservers \"['8.8.8.8','4.2.2.2']\"<br />test $ sudo ros config get rancher.network.dns.nameservers</p>\r\n<p><strong>NFS-Mount</strong></p>\r\n<p>Zunächst bin dem diesem <a href=\"https://github.com/redshift-s/rancheros-docker-media\" target=\"_blank\" rel=\"noopener\">Rezept</a> gefolgt. Nach dem Reboot war dem django container der nfs - mount aber nicht zugänglich. Allerdings werden wohl die Voraussetzungen für ein nfs-handlung für Rancher geschaffen.</p>\r\n<ul>\r\n<li>sudo apt-get install -y nfs-common</li>\r\n<li>sudo mount 192.168.2.185:/mnt/space/nfs /home/rancher/django/nfs</li>\r\n<li>sudo chown -R rancher:rancher ./nfs</li>\r\n<li>sudo chgrp 777 ./nfs</li>\r\n</ul>\r\n<p>der Ordner kann dann als MEDIA_ROOT ='./nfs/media-files/media/' verwendet werden</p>", "tutorial_published": "2019-09-20T10:57:01Z", "tutorial_series": 4, "tutorial_slug": "ranncher"}}, {"model": "main.tutorial", "pk": 8, "fields": {"tutorial_title": "Linux", "tutorial_content": "<p><strong>Better 2 Know</strong></p>\r\n<p>Configfiles<br /> .cshrc für die user-shell cshnan<br /> /etc/ssh/ssh_config ssh configuration<br /> /etc/rc.conf ssh anschalten</p>\r\n<p> chown -R benutzer:gruppe verzeichnis<br /> service sshd restart<br /> finger zeigt infos über Benutzer<br /> history liste der letzten Befehle<br /> who<br /> pwd aktuelle dir<br /> find . -name wasichsuche . sucht unter dem aktuellen Verzeichnis<br /> find . -name \"SUCH-KRITERIUM\" -exec rm -rf {} \\; sucht und löscht ohne Rückfrage auch Ordner</p>\r\n<p> </p>", "tutorial_published": "2019-09-20T11:21:25Z", "tutorial_series": 4, "tutorial_slug": "linux"}}, {"model": "main.tutorial", "pk": 9, "fields": {"tutorial_title": "import_export", "tutorial_content": "<p><strong>Import Export in Django</strong></p>\r\n<ol>\r\n<li>pip django-import-export</li>\r\n<li>settings.py 'import-export'</li>\r\n<li>\r\n<table class=\"highlight tab-size js-file-line-container\" style=\"box-sizing: border-box; border-spacing: 0px; border-collapse: collapse; tab-size: 8; color: #24292e; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Helvetica, Arial, sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji'; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-style: initial; text-decoration-color: initial;\" data-tab-size=\"8\">\r\n<tbody style=\"box-sizing: border-box;\">\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"LC1\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"><span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">from</span> django.contrib <span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">import</span> admin</td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L2\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"2\"> </td>\r\n<td id=\"LC2\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"><span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">from</span> import_export.admin <span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">import</span> ImportExportModelAdmin</td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L3\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"3\"> </td>\r\n<td id=\"LC3\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"><span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">from</span> .models <span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">import</span> <span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">*</span></td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L4\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"4\"> </td>\r\n<td id=\"LC4\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"><span class=\"pl-c\" style=\"box-sizing: border-box; color: #6a737d;\"><span class=\"pl-c\" style=\"box-sizing: border-box; color: #6a737d;\">#</span> Register your models here.</span></td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L5\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"5\"> </td>\r\n<td id=\"LC5\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"> </td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L6\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"6\"> </td>\r\n<td id=\"LC6\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"><span class=\"pl-c\" style=\"box-sizing: border-box; color: #6a737d;\"><span class=\"pl-c\" style=\"box-sizing: border-box; color: #6a737d;\">#</span> admin.site.register(item)</span></td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L7\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"7\"> </td>\r\n<td id=\"LC7\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"><span class=\"pl-en\" style=\"box-sizing: border-box; color: #6f42c1;\">@admin.register</span>(Desktops, Laptops, Mobiles)</td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L8\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"8\"> </td>\r\n<td id=\"LC8\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\"><span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">class</span> <span class=\"pl-en\" style=\"box-sizing: border-box; color: #6f42c1;\">ViewAdmin</span>(<span class=\"pl-e\" style=\"box-sizing: border-box; color: #6f42c1;\">ImportExportModelAdmin</span>):</td>\r\n</tr>\r\n<tr style=\"box-sizing: border-box;\">\r\n<td id=\"L9\" class=\"blob-num js-line-number\" style=\"box-sizing: border-box; padding: 0px 10px; width: 50px; min-width: 50px; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; line-height: 20px; color: rgba(27, 31, 35, 0.3); text-align: right; white-space: nowrap; vertical-align: top; cursor: pointer; user-select: none;\" data-line-number=\"9\"> </td>\r\n<td id=\"LC9\" class=\"blob-code blob-code-inner js-file-line\" style=\"box-sizing: border-box; padding: 0px 10px; position: relative; line-height: 20px; vertical-align: top; overflow: visible; font-family: SFMono-Regular, Consolas, 'Liberation Mono', Menlo, monospace; font-size: 12px; color: #24292e; overflow-wrap: normal; white-space: pre;\">exclude <span class=\"pl-k\" style=\"box-sizing: border-box; color: #d73a49;\">=</span> (<span class=\"pl-s\" style=\"box-sizing: border-box; color: #032f62;\"><span class=\"pl-pds\" style=\"box-sizing: border-box; color: #032f62;\">'</span>id<span class=\"pl-pds\" style=\"box-sizing: border-box; color: #032f62;\">'</span></span>, )</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n</li>\r\n</ol>", "tutorial_published": "2019-09-24T18:30:00Z", "tutorial_series": 5, "tutorial_slug": "impexp"}}, {"model": "main.tutorial", "pk": 10, "fields": {"tutorial_title": "Keller", "tutorial_content": "<p><strong>Die Vermessung des Kellers</strong></p>\r\n<p><img style=\"float: right;\" src=\"../../../../../media/VdW.jpg\" alt=\"\" width=\"300\" height=\"168\" /></p>\r\n<ul>\r\n<li><em>Inventur der Kellerchemikalien Ok!<br /></em></li>\r\n<li><em>Neues einfügen OK!<br /></em></li>\r\n<li><em>Pipas Käufe OK!<br /></em></li>\r\n<li>Biochemie\r\n<ul>\r\n<li><span style=\"font-size: 10pt;\">Genkem OK!</span></li>\r\n<li><span style=\"font-size: 10pt;\">PCR</span></li>\r\n<li><span style=\"font-size: 10pt;\">Geräte</span></li>\r\n</ul>\r\n</li>\r\n<li>HPLC</li>\r\n<li>Photomultiplier</li>\r\n<li>Nanocolor</li>\r\n</ul>\r\n<p> </p>", "tutorial_published": "2019-09-26T21:29:01Z", "tutorial_series": 7, "tutorial_slug": "keller"}}, {"model": "main.tutorial", "pk": 11, "fields": {"tutorial_title": "Ger\u00e4te", "tutorial_content": "<ul>\r\n<li>Erstelle eine Geräteliste mit Bedienungsanleitung\r\n<ul>\r\n<li>Oszillograf</li>\r\n<li>HPLC</li>\r\n<li>Marathon Autosampler RS232 anschließen und Sparklink installieren und verbinden</li>\r\n</ul>\r\n</li>\r\n</ul>", "tutorial_published": "2019-09-26T21:36:30Z", "tutorial_series": 7, "tutorial_slug": "geraete"}}, {"model": "main.tutorial", "pk": 12, "fields": {"tutorial_title": "Server Farm", "tutorial_content": "<table style=\"border-collapse: collapse; width: 98.2819%; height: 324px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\">Server 2</td>\r\n<td style=\"width: 17.6101%; height: 18px;\">IP</td>\r\n<td style=\"width: 8.56742%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\">VM</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a title=\"Server 1\" href=\"http://192.168.2.62:80\" target=\"_blank\" rel=\"noopener\">192.168.2.62:80</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Dashboard</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a title=\"Pi-Hole\" href=\"http://192.168.2.61:80\" target=\"_blank\" rel=\"noopener\">192.168.2.61:80</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Pi-hole</td>\r\n<td style=\"width: 12.5%; height: 18px;\">ubuntu18</td>\r\n<td style=\"width: 12.5%; height: 18px;\">jens|jens123</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a title=\"Redmine\" href=\"http://192.168.2.61:3000\" target=\"_blank\" rel=\"noopener\">192.168.2.61:3000</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Redmine</td>\r\n<td style=\"width: 12.5%; height: 18px;\">ubuntu18/Docker</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a title=\"Portainer 1\" href=\"http://192.168.2.71:9000\" target=\"_blank\" rel=\"noopener\">192.168.2.71:9000</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Portainer</td>\r\n<td style=\"width: 12.5%; height: 18px;\">jfsdocker</td>\r\n<td style=\"width: 12.5%; height: 18px;\">admin|2Drittel%</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\">192.168.2.71:1882</td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Mqtt</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a title=\"owncloud\" href=\"http://192.168.2.71:85\" target=\"_blank\" rel=\"noopener\">192.168.2.71:85</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Owncloud</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\">192.168.2.71:3308</td>\r\n<td style=\"width: 8.56742%; height: 18px;\">jfsmysql</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\">jens|jens123</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\">Server 1</td>\r\n<td style=\"width: 17.6101%; height: 18px;\"> </td>\r\n<td style=\"width: 8.56742%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a title=\"Server 2\" href=\"http://192.168.2.185:80\" target=\"_blank\" rel=\"noopener\">192.168.2.185:80</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Dashboard</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a href=\"http://192.168.2.72:9000\" target=\"_blank\" rel=\"noopener\">192.168.2.72:9000</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Portainer</td>\r\n<td style=\"width: 12.5%; height: 18px;\">jfsfreedock</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\">192.168.2.72:22</td>\r\n<td style=\"width: 8.56742%; height: 18px;\">ssh client</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\">rancher|docker</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a href=\"http://192.168.2.72:3000\" target=\"_blank\" rel=\"noopener\">192.168.2.72:3000</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Grafana</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\">admin|2/3</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a href=\"http://192.168.2.72:1880\" target=\"_blank\" rel=\"noopener\">192.168.2.72:1880</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Mynodered</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a href=\"../../../../../\" target=\"_blank\" rel=\"noopener\">192.168.2.72:8000</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Django</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a href=\"http://192.168.2.199:9000\" target=\"_blank\" rel=\"noopener\">192.168.2.199:9000</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">Portainer</td>\r\n<td style=\"width: 12.5%; height: 18px;\">ubserver</td>\r\n<td style=\"width: 12.5%; height: 18px;\">jens|jens123</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\"> </td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a href=\"http://192.168.2.199:1880\" target=\"_blank\" rel=\"noopener\">192.168.2.199:1880</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\">labnode</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 11.3225%; height: 18px;\">Zyxel GS 1900</td>\r\n<td style=\"width: 17.6101%; height: 18px;\"><a href=\"http://192.168.2.3\" target=\"_blank\" rel=\"noopener\">192.168.2.3</a></td>\r\n<td style=\"width: 8.56742%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\">admin|1234</td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p> </p>", "tutorial_published": "2019-09-30T20:14:42Z", "tutorial_series": 4, "tutorial_slug": "server-farm"}}, {"model": "main.tutorial", "pk": 13, "fields": {"tutorial_title": "Rheodyne Ventil USB-Server-Client", "tutorial_content": "<p><strong>Rheodynventilkontrolle über Raspberry USB-Server</strong></p>\r\n<p><span style=\"font-size: 10pt;\">Kotrolle über den Spritzenmotor und das Rheodyneventil erfolgt über einen Arduino [RheodyneVentil.ino]. D</span><span style=\"font-size: 10pt;\">er USB-Port des Arduino wird über einen Raspberry USB-Server [192.168.2.180] im WLAN pipanet zum Node-RED gebridged. Node-RED läuft auf einem Dockercontainer [192.168.2.61]. Thermoskanne wird über Mqtt gesteuert.<br /></span></p>\r\n<ol>\r\n<li><span style=\"font-size: 8pt;\">Anschalten des Gerätes </span></li>\r\n<li><span style=\"font-size: 8pt;\">Einlocken in 192.168.2.180:22 jens|jens123</span></li>\r\n<li><span style=\"font-size: 8pt;\">sudo </span><span style=\"font-size: 8pt;\"><span style=\"font-size: 8pt;\">./usbip4me.sh</span></span></li>\r\n<li><span style=\"font-size: 8pt;\"><span style=\"font-size: 8pt;\">restart node-RED über protainer 192.168.2.161:9000</span></span></li>\r\n</ol>\r\n<p><span style=\"font-size: 8pt;\">Docker</span></p>\r\n<pre class=\"language-c\" style=\"font-size: 8pt;\"><code>sudo docker run --privileged -d -p 1880:1880 -v /dev/ttyUSB0:/dev/ttyUSB0 \r\n-v node-red-data:/data --name labnode nodered/node-red-docker</code></pre>\r\n<p><span style=\"font-size: 8pt;\">./usbip4me.sh</span></p>\r\n<pre class=\"language-c\" style=\"font-size: 8pt;\"><code>#!/bin/sh \r\nsudo /usr/lib/linux-tools/$(uname -r)/usbip detach -p 00\r\nsudo rmdir /dev/ttyUSB0\r\nsudo /usr/lib/linux-tools/$(uname -r)/usbip attach -r 192.168.2.180 -b 1-1.4\r\nsleep 1\r\nsudo chmod 777 /dev/ttyUSB0</code></pre>\r\n<p>ubuntu USB-Client</p>\r\n<pre class=\"language-c\" style=\"font-size: 8pt;\"><code>sudo apt-get install linux-tools-generic ## (server)\r\n\r\nsudo modprobe vhci-hcd ##(client)\r\nsudo modprobe ch341\r\n\t\r\nsudo /usr/lib/linux-tools/$(uname -r)/usbip list -r <Server IP address>\r\nsudo /usr/lib/linux-tools/$(uname -r)/usbip attach -r 192.168.2.156 -b 1-1.4\r\n\t\t\t\t\t\tport\r\n\t\t\t\t\t\tdetach -p 00\r\n\t\t\t\t\t\t\r\n\tdiverses\r\n\t\tlsusb\r\n\t\tdmesg | grep tty\r\n\tsuso chmod 777 /dev/ttyUSB0</code></pre>\r\n<p><span style=\"font-size: 10pt;\"><span style=\"font-size: 8pt;\">Raspberry USB-Server 192.168.2.180</span><br /></span></p>\r\n<pre class=\"language-c\" style=\"font-size: 8pt;\"><code>sudo apt-get update\r\nsudo apt-get install usbip\r\nsudo modprobe usbip-host\r\nsudo usbipd -d \r\nsudo usbip list -l ##-> ergibt den Port\r\nsudo usbip bind -b 1-1.4 ##(Port) Anmelden des usb Gerätes\r\nwenn soweit ok dann in in //etc/rc.local“ oberhalb von „exit 0“ einfügen\r\nsudo modprobe usbip-host\r\nsudo usbipd -D\r\nsudo usbip unbind -b 1-1.4 ## trennt das gerät von der ip und macht es lokal verfügbar</code></pre>\r\n<p> </p>\r\n<p><span style=\"font-size: 8pt;\"><span style=\"font-size: 8pt;\">RheodyneVentil.ino</span></span></p>\r\n<pre class=\"language-java\" style=\"font-size: 8pt;\"><code>int stepCounter;\r\nint steps = 10000;\r\nint delayit = 200; \r\nint stepload = 3800;\r\nint pinEnable = 8;\r\nint pinStep = 2;\r\nint pinDir = 5;\r\nint state = 0; // ventil=0 laden == 1;\r\nint CoolEn = 3;\r\nint spindir = 13;\r\nint strechts = 10;\r\nint command = 0;\r\n\r\n\r\nint pinStepY = 3; // SpritzenMotor\r\nint pinDirY = 6;\r\nint delayit2 =200;\r\nint volume = 0;\r\n\r\nint pinStepZ = 4; // Pumpenmotor\r\nint pinDirZ = 7;\r\nint delayitZ =2000;\r\n \r\nvoid setup()\r\n{\r\n pinMode(A3,OUTPUT); // LED On = inject\r\n pinMode(spindir,INPUT); // Schalter Ventil\r\n\r\n Serial.begin(115200);\r\n pinMode(strechts,INPUT); // Home = inject\r\n \r\n pinMode(pinEnable, OUTPUT); // Enable\r\n pinMode(pinStep, OUTPUT); // Step\r\n pinMode(pinDir, OUTPUT); // Richtung\r\n digitalWrite(pinEnable,LOW);\r\n ventil();\r\n\r\n // Spritzen Motor\r\n pinMode(pinStepY, OUTPUT); // Step\r\n pinMode(pinDirY, OUTPUT); // Richtung\r\n pinMode(9,INPUT);\r\n spmotor_home();\r\n\r\n pinMode(pinStepZ, OUTPUT); // Step\r\n pinMode(pinDirZ, OUTPUT); // Richtung\r\n}\r\n\r\n\r\nvoid loop()\r\n{\r\n while (Serial.available()>0){\r\n Serial.println(\"1)laden 2)ventil 3)sp_home 4)sp_leer 5)vol? 6)doit\");\r\n command = Serial.parseInt();\r\n if (Serial.read() == '\\r') {\r\n Serial.println(command);\r\n switch (command) {\r\n case 1 : laden();\r\n break;\r\n case 2 : ventil();\r\n break;\r\n case 3 : spmotor_home();\r\n break;\r\n case 4 : spmotor_leer();\r\n break;\r\n case 5 : Serial.println(volume);\r\n break;\r\n case 6 : do_it();\r\n break;\r\n case 7 : pumpe();\r\n break;\r\n default: \r\n if (command < 0){\r\n command =command*-1;\r\n spmotor_zurueck(command);\r\n //Serial.println(command);\r\n } else {\r\n spmotor_vor(command);\r\n //Serial.println(command);\r\n }\r\n } \r\n \r\n }\r\n }\r\n if (digitalRead(spindir) == LOW) {\r\n Serial.println(\"Low\");\r\n delay(100);\r\n if (state == 1){\r\n ventil();\r\n } else {\r\n laden();\r\n } \r\n }\r\n \r\n}\r\nint pumpe() {\r\ndigitalWrite(pinDirZ,HIGH); // im Uhrzeigersinn \r\n for(int d=0;d<50000;d++)\r\n {\r\n digitalWrite(pinStepZ,HIGH);\r\n delayMicroseconds(delayitZ);\r\n digitalWrite(pinStepZ,LOW);\r\n delayMicroseconds(delayitZ); \r\n } \r\n \r\n}\r\n//////////// Programmierte Injektion\r\nint do_it(){\r\n int anz = 10;\r\n unsigned long det1 = 40;//40;\r\n unsigned long det2 = 30;//30;\r\n int q;\r\n unsigned long det;\r\n laden();\r\n delay(500);\r\n spmotor_vor(60);\r\n delay(1000);\r\n for (q=1;q<=anz;q++){ \r\n ventil();\r\n infoline(q,anz);\r\n det = det1*1000;\r\n delay(det);\r\n laden(); \r\n delay(500);\r\n spmotor_vor(30);\r\n det = det2*1000;\r\n delay(det);\r\n //Serial.println(q);\r\n }\r\n Serial.println(\"Finished !\");\r\n}\r\nint infoline(int i,int q){\r\n Serial.print(\"Volume \");\r\n Serial.print(volume);\r\n Serial.print(\" Inject \");\r\n Serial.print(i);\r\n Serial.print(\"/\");\r\n Serial.println(q);\r\n \r\n}\r\n//////////// Spritzenmotorint\r\nint spmotor_home(){\r\n volume = 360;\r\n Serial.println(volume);\r\n digitalWrite(pinDirY,HIGH); // im Uhrzeigersinn \r\n while( digitalRead(9)== LOW)\r\n {\r\n digitalWrite(pinStepY,HIGH);\r\n delayMicroseconds(delayit2);\r\n digitalWrite(pinStepY,LOW);\r\n delayMicroseconds(delayit2); \r\n } \r\n}\r\nint spmotor_leer(){\r\n spmotor_vor(volume);\r\n}\r\n\r\nint spmotor_zurueck(int x){\r\n int q =0;\r\n int p = 0;\r\n for (q=0;q<=x;q++){\r\n if (digitalRead(9) == LOW){ \r\n digitalWrite(pinDirY,HIGH); // im Uhrzeigersinn \r\n for(p = 0; p < 500; p++)\r\n {\r\n digitalWrite(pinStepY,HIGH);\r\n delayMicroseconds(delayit2);\r\n digitalWrite(pinStepY,LOW);\r\n delayMicroseconds(delayit2); \r\n }\r\n volume++;\r\n Serial.println(volume);\r\n }\r\n }\r\n}\r\n\r\nint spmotor_vor(int x){\r\n int q;\r\n int p;\r\n digitalWrite(pinDirY,LOW); // im Uhrzeigersinn \r\n //if (volume > 0){\r\n for (q=0;q<=x;q++){\r\n for(p = 0; p < 500; p++)\r\n {\r\n digitalWrite(pinStepY,HIGH);\r\n delayMicroseconds(delayit2);\r\n digitalWrite(pinStepY,LOW);\r\n delayMicroseconds(delayit2); \r\n }\r\n volume--;\r\n //Serial.println(volume);\r\n if (volume <= 0){\r\n break;\r\n }\r\n }\r\n //} \r\n}\r\n//////////// Ventil\r\nint laden(){\r\n if (state == 0 ) {\r\n state = 1;\r\n digitalWrite(A3,LOW);\r\n digitalWrite(pinDir,HIGH); // im Uhrzeigersinn \r\n for(stepCounter = 0; stepCounter < stepload; stepCounter++)\r\n {\r\n digitalWrite(pinStep,HIGH);\r\n delayMicroseconds(delayit);\r\n digitalWrite(pinStep,LOW);\r\n delayMicroseconds(delayit); \r\n }\r\n }\r\n}\r\n\r\nint ventil(){\r\n state = 0;\r\n digitalWrite(A3,HIGH);\r\n digitalWrite(pinDir,LOW); // im Uhrzeigersinn \r\n for(stepCounter = 0; stepCounter < steps; stepCounter++)\r\n {\r\n if (!checkErechts()){\r\n digitalWrite(pinStep,HIGH);\r\n delayMicroseconds(delayit);\r\n digitalWrite(pinStep,LOW);\r\n delayMicroseconds(delayit);\r\n } \r\n }\r\n}\r\n\r\nint checkErechts(){\r\n return digitalRead(strechts);\r\n}</code></pre>\r\n<p>Thermoskanne_mqtt.ino</p>\r\n<pre class=\"language-markup\" style=\"font-size: 8pt;\"><code>#include <SPI.h>\r\n#include <Ethernet.h>\r\n#include <PubSubClient.h>\r\n//#include <SHT1x.h>\r\n#include <Wire.h> // Only needed for Arduino 1.6.5 and earlier\r\n#include <DS1631.h>\r\n#include <AccelStepper.h>\r\nDS1631 Temp1(0); // ini\r\n \r\n// Update these with values suitable for your network.\r\nbyte mac[] = { 0x90, 0xA2, 0xDA, 0x00, 0xDA, 0x9C };\r\nIPAddress ip(192, 168,2 , 241);\r\nIPAddress server(192, 168, 2, 71);\r\n\r\n//Motor\r\n// The X Stepper pins\r\n#define STEPPER1_DIR_PIN 7\r\n#define STEPPER1_STEP_PIN 6\r\nAccelStepper stepper1(AccelStepper::FULL2WIRE,STEPPER1_STEP_PIN, STEPPER1_DIR_PIN);\r\nint motorOn = 1;\r\nint motorSpeed = 50;\r\nint motorMaxSpeed = 1000;\r\n//Relais\r\n//Relaissatz + Peltiersteuerung\r\nint relaispin = 3;\r\nboolean relais = false; // true = heizen false = kühlen\r\nboolean aktrelais = false;\r\nint powerpin = 2;\r\nint power = 1; // Vorseinstellung für die Power\r\nint aktpower=0; \r\n//Thermistor zum Schutz\r\nint t1apin = 0;\r\nint notfall = 80; // maximale Temperatur des Systems\r\nint t1 =0; \r\n// Temperaturregulation zunächst größer 0 ;\r\nint targetTemp = 0; // Automatik ist aus\r\n\r\nunsigned long pubTime;\r\n// Data\r\nchar buffer[10];\r\nString line0;\r\n\r\nEthernetClient ethClient;\r\nPubSubClient mqttClient(ethClient);\r\n\r\n void callback(char* topic, byte* payload, unsigned int length) {\r\n Serial.print(\"Message arrived [\");\r\n Serial.print(topic);\r\n Serial.print(\"] Länge \");\r\n Serial.print(length);\r\n line0 =topic;\r\n //Zieltemperatur\r\n if (line0.endsWith(\"targettemp\")) { \r\n int x = 0;\r\n int y = 0; \r\n for (int i=0;i<length;i++) {\r\n if (i==0) {\r\n x = payload[i]-'0';\r\n }\r\n if (i==1) {\r\n y = payload[i]-'0';\r\n x = x*10 + y;\r\n }\r\n if (i==2) {\r\n x = 100;\r\n }\r\n }\r\n targetTemp=x;\r\n Serial.print(\" Zieltemperatur \");\r\n Serial.println(targetTemp);\r\n } \r\n //Motorsteuerung\r\n if (line0.endsWith(\"drehz\")) { \r\n int x = 0;\r\n int y = 0; \r\n for (int i=0;i<length;i++) {\r\n if (i==0) {\r\n x = payload[i]-'0';\r\n }\r\n if (i==1) {\r\n y = payload[i]-'0';\r\n x = x*10 + y;\r\n }\r\n if (i==2) {\r\n x = 100;\r\n }\r\n }\r\n motorSpeed=x;\r\n stepper1.setSpeed(motorSpeed*100);\r\n Serial.print(\" Motorspeed \");\r\n Serial.println(motorSpeed);\r\n }\r\n if (line0.endsWith(\"motor\")){\r\n int inByte1 = payload[0];\r\n if (inByte1 == '0'){\r\n motorOn = 0; \r\n }\r\n if (inByte1 == '1'){\r\n motorOn = 1; \r\n } \r\n Serial.print(\" motorON \");\r\n Serial.println(motorOn);\r\n }\r\n if (line0.endsWith(\"power\")){\r\n int inByte1 = payload[0];\r\n if (inByte1 == '1'){\r\n aktpower = HIGH;\r\n digitalWrite(powerpin,aktpower); \r\n } \r\n if (inByte1 == '0'){\r\n aktpower = LOW;\r\n digitalWrite(powerpin,aktpower); \r\n }\r\n Serial.print(\" aktpower \");\r\n Serial.println(aktpower);\r\n }\r\n if (line0.endsWith(\"relais\")){\r\n int inByte1 = payload[0];\r\n if (inByte1 == '1'){\r\n aktrelais = HIGH;\r\n digitalWrite(relaispin,aktrelais); \r\n } \r\n if (inByte1 == '0'){\r\n aktrelais = LOW;\r\n digitalWrite(relaispin,aktrelais); \r\n } \r\n Serial.print(\" aktrelais \");\r\n Serial.println(aktrelais); \r\n } \r\n }\r\n \r\nvoid reconnect() {\r\n // Loop until we're reconnected\r\n while (!mqttClient.connected()) {\r\n Serial.print(\"Attempting MQTT connection...\");\r\n // Attempt to connect\r\n if (mqttClient.connect(\"arduinoThermoskanne\")) {\r\n Serial.println(\"connected\");\r\n // Once connected, publish an announcement...\r\n mqttClient.publish(\"/maschine\",\"hello world\");\r\n // ... and resubscribe\r\n mqttClient.subscribe(\"/maschine/cmd/#\");\r\n } else {\r\n Serial.print(\"failed, rc=\");\r\n //Serial.print(ethClient.state());\r\n Serial.println(\" try again in 5 seconds\");\r\n // Wait 5 seconds before retrying\r\n delay(1000);\r\n }\r\n }\r\n}\r\nvoid setup()\r\n{\r\n Serial.begin(115200);\r\n pinMode(relaispin,OUTPUT);\r\n pinMode(powerpin,OUTPUT);\r\n digitalWrite(relaispin,aktrelais);\r\n digitalWrite(powerpin,aktpower);\r\n Wire.begin(); // start up I2C bus\r\n delay(500);\r\n // scan();\r\n stepper1.setMaxSpeed(motorMaxSpeed*100);\r\n stepper1.setSpeed(motorSpeed*100); \r\n delay(1500);\r\n int config = Temp1.readConfig();\r\n Temp1.writeConfig(13); // Set to 12-bit, 1-shot mode\r\n config = Temp1.readConfig(); \r\n mqttClient.setServer(server, 1883);\r\n mqttClient.setCallback(callback);\r\n Ethernet.begin(mac, ip);\r\n // Allow the hardware to sort itself out\r\n delay(1500);\r\n reconnect();\r\n pubTime = millis();\r\n}\r\n\r\nvoid checkTargetTemp(){\r\n float tist = Temp1.readTempOneShot();\r\n int takt = (int)tist;\r\n int tdelta = targetTemp - takt; // 10-20 aktrelais LOW -> kühlen | aktrealis HIGH -> heizen\r\n Serial.println(tdelta);\r\n if ( aktrelais == LOW){ // Kühlen\r\n if (tdelta < 0){ \r\n aktpower = HIGH;\r\n digitalWrite(powerpin,aktpower); \r\n Serial.println(\"Power bleibt On\");\r\n mqttClient.publish(\"/maschine/status\", \"Power On\");\r\n } else {\r\n aktpower = LOW;\r\n digitalWrite(powerpin,aktpower); \r\n Serial.println(\"Power Off\");\r\n mqttClient.publish(\"/maschine/status\", \"Power Off\"); \r\n }\r\n } else { // Heizen\r\n if (tdelta < 0){ \r\n aktpower = LOW;\r\n digitalWrite(powerpin,aktpower); \r\n Serial.println(\"Power OFF\");\r\n mqttClient.publish(\"/maschine/status\", \"Power Off\");\r\n } else {\r\n t1 = float(Thermistor(analogRead(0)));\r\n int i = (int)t1;\r\n targetTemp ;\r\n Serial.print(i);\r\n Serial.print(targetTemp);\r\n i = i - targetTemp;\r\n Serial.println(i);\r\n if (i<1){\r\n aktpower = HIGH;\r\n digitalWrite(powerpin,aktpower); \r\n Serial.println(\"Power ON\"); \r\n mqttClient.publish(\"/maschine/status\", \"Power On\");\r\n }\r\n }\r\n }\r\n}\r\n\r\nvoid loop()\r\n{\r\n if (motorOn== 1) {\r\n stepper1.runSpeed();\r\n }\r\n mqttClient.loop();\r\n if (!mqttClient.connected())\r\n {\r\n reconnect();\r\n }\r\n if(millis() > pubTime+5000){\r\n pub_Temp(); \r\n if (targetTemp > 0){\r\n checkTargetTemp();\r\n } \r\n }\r\n}\r\n\r\nvoid pub_Temp(){\r\n pubTime = millis(); \r\n float tist = Temp1.readTempOneShot();\r\n dtostrf(tist, 6, 2, buffer);\r\n mqttClient.publish(\"/maschine/temp\", buffer);\r\n Serial.print(\" I2C Temp \");\r\n Serial.println(tist);\r\n t1 = float(Thermistor(analogRead(0)));\r\n dtostrf(t1, 6, 2, buffer);\r\n mqttClient.publish(\"/maschine/thermistor\", buffer);\r\n Serial.print(\" Thermistor \");\r\n Serial.println(t1); \r\n int i = (int) t1;\r\n if (i > notfall){\r\n targetTemp = 0; \r\n aktpower = LOW;\r\n digitalWrite(powerpin,aktpower); \r\n Serial.println(\"Notfall\");\r\n mqttClient.publish(\"/maschine/status\", \"Notfall HOT !!\"); \r\n }\r\n}\r\n\r\ndouble Thermistor(int RawADC) {\r\n double Temp;\r\n Temp = log(10000.0*((1024.0/RawADC-1)));\r\n// =log(10000.0/(1024.0/RawADC-1)) // for pull-up configuration\r\n Temp = 1 / (0.001129148 + (0.000234125 + (0.0000000876741 * Temp * Temp ))* Temp );\r\n Temp = Temp - 273.15; // Convert Kelvin to Celcius\r\n//Temp = (Temp * 9.0)/ 5.0 + 32.0; // Convert Celcius to Fahrenheit\r\n return Temp;\r\n}\r\n\r\n/*\r\nvoid scan(){\r\nSerial.println(\" Scanning I2C Addresses\");\r\nuint8_t cnt=0;\r\nfor(uint8_t i=0;i<128;i++){\r\n Wire.beginTransmission(i);\r\n uint8_t ec=Wire.endTransmission(true);\r\n if(ec==0){\r\n if(i<16)Serial.print('0');\r\n Serial.print(i,HEX);\r\n cnt++;\r\n }\r\n else Serial.print(\"..\");\r\n Serial.print(' ');\r\n if ((i&0x0f)==0x0f)Serial.println();\r\n }\r\nSerial.print(\"Scan Completed, \");\r\nSerial.print(cnt);\r\nSerial.println(\" I2C Devices found.\");\r\n}\r\n*/</code></pre>", "tutorial_published": "2019-10-01T21:31:22Z", "tutorial_series": 1, "tutorial_slug": "rheodyne"}}, {"model": "main.tutorial", "pk": 14, "fields": {"tutorial_title": "Docker", "tutorial_content": "<p><strong>Docker Good 2 Know</strong></p>\r\n<p><strong><a title=\"15 Docker Comands You Should Know\" href=\"https://towardsdatascience.com/15-docker-commands-you-should-know-970ea5203421\" target=\"_blank\" rel=\"noopener\">15 Docker Comands You Should Know</a></strong></p>", "tutorial_published": "2019-10-02T07:30:10Z", "tutorial_series": 4, "tutorial_slug": "docker"}}, {"model": "main.tutorial", "pk": 15, "fields": {"tutorial_title": "DNA PCR", "tutorial_content": "<p><strong>DNA Isolation</strong></p>\r\n<p>Genekam DNA Isolatin Kit <a href=\"media/books/SB0071-074_Genekam_DNA_isolation.pdf\" target=\"_blank\" rel=\"noopener\">Genekam_DNA_isolation.pdf</a></p>\r\n<p><video style=\"float: right;\" controls=\"controls\" width=\"600\" height=\"300\">\r\n<source src=\"../../../../../media/video/gendnaiso.mp4\" type=\"video/mp4\" /></video></p>\r\n<p> </p>\r\n<p><strong>DNA Färbung</strong></p>\r\n<p style=\"border: 0px; margin: 0px 0px 12px; padding: 0px; font-family: Verdana, Geneva, sans-serif; font-size: 12px; vertical-align: top; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-style: initial; text-decoration-color: initial;\"><span style=\"border: 0px; margin: 0px; padding: 0px; font-family: Arial, Helvetica, sans-serif; vertical-align: top; font-size: 14px;\"><span style=\"border: 0px; margin: 0px; padding: 0px; font-family: Arial, Helvetica, sans-serif; vertical-align: top; color: #000000;\"><strong style=\"font-weight: bold; border: 0px; margin: 0px; padding: 0px; font-family: Arial, Helvetica, sans-serif; vertical-align: top;\">GreenView™ Plus</strong> is a highly sensitive fluorescent stain for detecting nucleic acids in agarose and polyacrylamide gels. This single stain gives high sensitivity detection of double-stranded or single-stranded DNA and RNA. Gels can be post-stained or alternatively the stain can be added to agarose gels during gel casting. <strong style=\"font-weight: bold; border: 0px; margin: 0px; padding: 0px; font-family: Arial, Helvetica, sans-serif; vertical-align: top;\">GreenView™ Plus</strong> is compatible with a standard 300 nm transilluminator, a 254 nm transilluminator, a blue-light transilluminator, or a gel reader equipped with visible light excitation such as a 488 nm laser-based gel scanner.</span></span></p>\r\n<p style=\"border: 0px; margin: 0px 0px 12px; padding: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 12px; vertical-align: top; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-style: initial; text-decoration-color: initial;\"><span style=\"border: 0px; margin: 0px; padding: 0px; font-family: Arial, Helvetica, sans-serif; vertical-align: top; font-size: 14px;\"><span style=\"border: 0px; margin: 0px; padding: 0px; font-family: Arial, Helvetica, sans-serif; vertical-align: top; color: #000000;\"><strong style=\"font-weight: bold; border: 0px; margin: 0px; padding: 0px; font-family: Arial, Helvetica, sans-serif; vertical-align: top;\">GreenView™ Plus DNA Gel Stain</strong>, 10,000X is a concentrated GreenView Plus solution that can be diluted 10,000 times for use in precast gel staining or 5,000 times for use in post gel staining according to the procedures described below. One vial of 10,000X solution can be used to prepare at least 100 precast minigels or post-stain at least 100 minigels.</span></span></p>", "tutorial_published": "2019-10-02T17:52:40Z", "tutorial_series": 8, "tutorial_slug": "dna"}}, {"model": "main.tutorial", "pk": 16, "fields": {"tutorial_title": "ESP32 etc", "tutorial_content": "<p><strong>ESP-WROOM-32 (2)<br /></strong></p>\r\n<ul>\r\n<li>Board Wemos LOLIN D32 925000 80Mhz Beispiel Sketch esp32_oled_thermoskanne</li>\r\n<li>Anzahl 2</li>\r\n</ul>\r\n<p><strong>Heltec WiFi kit 32 (weisses Board) (2) <a href=\"../../../../../media/books/WIFI_Kit_32.pdf\" target=\"_blank\" rel=\"noopener\">WIFI_Kit_32.pdf</a><br /></strong></p>\r\n<ul>\r\n<li>USB-Port wird vom Rechner nicht erkannt</li>\r\n<li>Zugang über USB-TTL Konverter</li>\r\n<li>I2C Pin 4 DATA Pin 15 CLK</li>\r\n</ul>\r\n<table style=\"border-collapse: collapse; width: 70.5466%; height: 342px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">Name</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">Anzahl</td>\r\n<td style=\"width: 12.0471%; height: 18px;\">link</td>\r\n<td style=\"width: 38.9777%; height: 18px;\">Infos</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">ESP32-CAM</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">2</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"><a href=\"https://randomnerdtutorials.com/esp32-cam-video-streaming-face-recognition-arduino-ide/\" target=\"_blank\" rel=\"noopener\">https://randomnerdtutorials.com/</a></td>\r\n<td style=\"width: 38.9777%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 36px;\">\r\n<td style=\"width: 14.1224%; height: 36px;\">ESP8266 ESP-07</td>\r\n<td style=\"width: 6.43922%; height: 36px;\">1</td>\r\n<td style=\"width: 12.0471%; height: 36px;\"><a href=\"media/books/Ai-thinker_ESP-07_WIFI_Module-EN.pdf\" target=\"_blank\" rel=\"noopener\">esp-07.pdf</a></td>\r\n<td style=\"width: 38.9777%; height: 36px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">AMS1117-3.3</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">2</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 18px;\">In 6-12V Out 3.3V max 800mA</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">PAM8302</td>\r\n<td style=\"width: 6.43922%; height: 18px;\"> </td>\r\n<td style=\"width: 12.0471%; height: 18px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 18px;\">Audio Amplifier 2.5W</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">GY-SHT31</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">2</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 18px;\">I2C x44 oder x45 2,4-5,5V -40 - 125 C</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">SSR-60 DA</td>\r\n<td style=\"width: 6.43922%; height: 18px;\"> </td>\r\n<td style=\"width: 12.0471%; height: 18px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 18px;\">REalis in DC3-32V out AC24-380 60A</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 14.1224%;\">SSR-40 DD</td>\r\n<td style=\"width: 6.43922%;\">3</td>\r\n<td style=\"width: 12.0471%;\"> </td>\r\n<td style=\"width: 38.9777%;\">Relais in DC3-32V out 5-60 VDC 40A</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">HC-SR501</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">5</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"><a href=\"http://www.netzmafia.de/skripten/hardware/RasPi/Projekt-PIR/index.html\" target=\"_blank\" rel=\"noopener\">Netzmafia</a></td>\r\n<td style=\"width: 38.9777%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">Flying Fish</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">1</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"><a href=\"https://www.mschoeffler.de/2017/11/27/arduino-tutorial-ir-distance-line-tracing-line-tracking-sensor-mh-sensor-series-ky-033-tcrt5000/\" target=\"_blank\" rel=\"noopener\">IR Distance</a></td>\r\n<td style=\"width: 38.9777%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">OLED 1306</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">1</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"><a href=\"https://github.com/Sylaina/oled-display\" target=\"_blank\" rel=\"noopener\">github</a></td>\r\n<td style=\"width: 38.9777%; height: 18px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">GO ON</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">2</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 18px;\">Funsteckdosen</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">Cul</td>\r\n<td style=\"width: 6.43922%; height: 18px;\">1</td>\r\n<td style=\"width: 12.0471%; height: 18px;\"><a href=\"https://wiki.fhem.de/wiki/Selbstbau_CUL\" target=\"_blank\" rel=\"noopener\">Selbstbau_CUL</a></td>\r\n<td style=\"width: 38.9777%; height: 18px;\">Transceiver 433MHz</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">SonOff Basic</td>\r\n<td style=\"width: 6.43922%; height: 18px;\"> </td>\r\n<td style=\"width: 12.0471%; height: 18px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 18px;\">esp Funkmodul -> flash sonoff.bin</td>\r\n</tr>\r\n<tr style=\"height: 36px;\">\r\n<td style=\"width: 14.1224%; height: 36px;\">LCD Keypad Shield</td>\r\n<td style=\"width: 6.43922%; height: 36px;\">4</td>\r\n<td style=\"width: 12.0471%; height: 36px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 36px;\">Arduino Input/Output</td>\r\n</tr>\r\n<tr style=\"height: 36px;\">\r\n<td style=\"width: 14.1224%; height: 36px;\">TEC1-12706</td>\r\n<td style=\"width: 6.43922%; height: 36px;\">6</td>\r\n<td style=\"width: 12.0471%; height: 36px;\"><a href=\"https://peltiermodules.com/peltier.datasheet/TEC1-12706.pdf\">peltier.datasheet/TEC1-12706.pdf</a></td>\r\n<td style=\"width: 38.9777%; height: 36px;\">Peltier Element</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 14.1224%; height: 18px;\">FS20 PIRA</td>\r\n<td style=\"width: 6.43922%; height: 18px;\"> </td>\r\n<td style=\"width: 12.0471%; height: 18px;\"> </td>\r\n<td style=\"width: 38.9777%; height: 18px;\">868,35 MHz</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 14.1224%;\">ADS1115</td>\r\n<td style=\"width: 6.43922%;\">1</td>\r\n<td style=\"width: 12.0471%;\"> </td>\r\n<td style=\"width: 38.9777%;\">4 * 16 Bit A/D Wandler I2C</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p> </p>\r\n<p>Relais 12V /5V schalten 220V:</p>\r\n<p><img src=\"../../../../../media/relais.jpg\" alt=\"\" width=\"320\" height=\"240\" /></p>", "tutorial_published": "2019-10-04T12:46:01Z", "tutorial_series": 9, "tutorial_slug": "bauteile"}}, {"model": "main.tutorial", "pk": 17, "fields": {"tutorial_title": "Marconi 2438", "tutorial_content": "<p><strong>Marconi 2438</strong></p>\r\n<p>520Mhz Frequenzzähler</p>\r\n<p><a href=\"../../../../media/books/Marconi2438.pdf\" target=\"_blank\" rel=\"noopener\">Marconi2438.pdf</a></p>", "tutorial_published": "2019-10-25T20:59:31Z", "tutorial_series": 1, "tutorial_slug": "marconi"}}, {"model": "main.tutorial", "pk": 18, "fields": {"tutorial_title": "FY6600", "tutorial_content": "<p><strong>Frequenzgenerator 60MHz</strong></p>\r\n<p><a href=\"../../../../media/books/FY6600_Series_Users_Manual.pdf\" target=\"_blank\" rel=\"noopener\">Manual.pdf</a></p>\r\n<p> </p>", "tutorial_published": "2019-10-25T21:13:08Z", "tutorial_series": 1, "tutorial_slug": "fy6600"}}, {"model": "main.tutorial", "pk": 19, "fields": {"tutorial_title": "Material", "tutorial_content": "<p> </p>\r\n<p class=\"western\">Die Küvette, das Herzstück der Anlage ist eine Durchfuß-Quarzküvette der Firma Hellma. Nr 101-QS 10x2 mit 45x12,5,x4,5 deren Temperatur über eine durchströmende Flüssigkeit geregelt werden kann. Innenraum 10x4,5x6mm, Fenster 10x4,5. Um die Empfindlichkeit zu erhöhen wurde auf eine Seite Aluminiumfolie angebracht.</p>\r\n<p class=\"western\"> </p>\r\n<p class=\"western\">Reagentien Stammlösungen</p>\r\n<ul>\r\n<li>\r\n<p class=\"western\">Luminol-Stammlösung 10mmol in 0.1m NaOH (177,16 g/mol)</p>\r\n</li>\r\n<li>\r\n<p class=\"western\">H<sub>2</sub>O<sub>2 </sub>150mmol</p>\r\n</li>\r\n<li>\r\n<p class=\"western\">Natriumcarbonat-Natriumhydrogencarbonat Buffer 0.1m</p>\r\n</li>\r\n<li>\r\n<p class=\"western\">Kaliumhexacyanoferrat 10mmol</p>\r\n</li>\r\n</ul>\r\n<p> </p>\r\n<p class=\"western\">Ismatec IPC Pumpe mit einem Schlauchdurchmesser von 1,02.</p>\r\n<p class=\"western\"><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAo0AAADvCAYAAACXDu41AAAgAElEQVR4nO3dPY7kNhrGcV5grzAXULw38BWUTu4jTMbIqRNHewQFduJk4oUDZw4EGAYcOjCwoQ/wbjDDatbb/FSxuvnx/wEGdqfUJVGkpKckijQCAAAAZJj33gAAAAD0j9AIAACALCMicojIZnaR094+OEXEbFaMMXf/ybGL+xtjdrGb+bq0vPrb0Gf7IXffc9uQ/Xi1LmPM7Tti22OMkc2Yu21364h97tNlj61nN+br0q/LUrIeAACQl8sfKfYU2c0m+nqd+6yFZ39/jVjWsqeIMVsws6Q+c6Kh0eyHHPv9jUh7imxmEzntLTSGvtieItu2id020aHR7IfsezhsxrZF5KUR5RrNfkh0R4T+NhYa9bKbPe+CY+16AABAXi5/pBAav+QTu5tXWUbnm/2QW65JfeYLhsZYcPO5ZbZ9l9Nud59t9pR9fx0a3Q495Ih+/yOh0QXZmtBWGhr9776yHgAAkFaSP1JWD42niBzWBrPMfsjdDTt/mdRnvmBodAvrpO9zf2MPexcOTxHZNvvq30W+hEn3nWY/XoXN0Lb4OyIXGq9U2JXQ2EPDAABgNiX5Q+T+Uaox5ra8uz5v1kY/858Yhh5/6+V0Triy7rcWyjJ+BnNcFkt9dvdvIuGg5kKS7lvof76ZXc7TyrbZu51pt03seb4Kk/rWZ+gRdS40pvo9xr4z5crj6SvrAQAAeSX5w3/a567bp91ugc6FHf+xth8G9bXffxybCo1X1/3W3jw0+vxU7SrP/5vNnrcvdv/bhUdX0fr5eOqO3tU7jS1DY+pFGEIjAADPF8ofqWtwKvCVPrpOfcfVdb+1dw2Nju7X51eE3TY55bzdddShMfZ2tN7IXh9PP7oeAABwjZ8/Nns2CY06l5Tcaby67rfWRWj0N8L/m1A/Rj80xr4/FL5avAgT6iuZ+pva0HhlPQAA4JrUSxu+0tCon36ucKdR38zzl0l95guGxtBwMu7f3U7Wf7PZU4wxd8/y3QbEdnJoo1oMuaPHJkq97XwlNF5ZDwAASCvNH6l+hSWhUd8xNPtxW6/ui7jZ8/bZ1XW/tVCWSb1bUvreSfROo347SPfrC71N5O9k/5G126EhuuKuvAjjh9XQtl8Z3Lt0ENHS9QAAgLxc/ggtE3tDOhYa9cs257GL2extPf6ja2u3qren3zM0hvadn5H8cuvMkvrMeZ93wQEAADAUQiMAAACyCI0AAADIIjQCAAAgi9AIAACALEIjAAAAsgiNAAAAyCI0Dio0m44e0f3q97RWMp83AAAjCE3uEeKPmajHPXTf4f67OimIHm8yd21NrbdkmwiNgwqFvdDckT2IDZi+2ZPgCAAYxn6I2N1kJwEJzbDiz21tzBb8rFbNAOKhSVjc/y/dpv4SBoro0Fgzk81bi20b0y4CAEZxishhbdH1Vk/Dl/qbR2aOOURkN7uUBM6aGWtinxEaO+IqdLP2buofN6+3ntvbr/zQZOu13xP6uxZ3LktCY8nUTzXliZWh1SMBAMCaSkJj6Mmf2Y/glMqPhMaaLmah6Z9jf0toHIC7PewalQs4qYDnKns/5G7+yyvfo/9O38q+quTxdC401pQnVgZ9+/0t+nMCAObSOjQ+0rUsNNd0yWNzY8zdndDSbSI0diR36zg28brIfWO8+j3Pmmy95EWY0knmS8rjB1237tNuVY8LAAAIaRkaN3smw1tO6Klj7GZP6E5jaNnUNhEaOxIKR35fhViQyt1yLv2eZ4fG1AFWGxpLyuO4A9V/nO3/F/rlBwBASKvQ+GhgjInd0dQ3Tq5sE6GxI1fDkW4IhMbXLwiF7jQCAFCr9JrmD4Gn/+ZZgVEk/Rg8FRpLtonQ2JGr4Wiz510DGTU0+rfJN3vexrWqLU+qT6O/jlblAwCso+SaFhpyxwWyltcePTRO6vF0asid0m0iNHbkStg75XjVeEcMjSJffvG4R8bWbg/dadRvWju8PQ0AuCL00ol/jdF3+NwIIXpwb30devR6pLte+d+jtyl2DSzdJkIjpsIb0QCA92BPkdP2dSOi9TYRGjEVQiMA4D1s9uzu6VXrbSI0YiqERgAAnoPQCAAAgCxCIwAAALIIjQAAAMgiNAIAACDLiMTnBvbHFnr2Cwa8wNCR/4nId/8W+e5fX/7733fp5f/z3cuyv39sthk//C3y8fMHkb+/vfv3n/4R+fj5G/n4+YN8+vxB5J/vs9/h/vO/K/U9sb/7VUQ+fv727rMfPn8QkZ+z63Pcd/z15zfBv/H/Nre+VBn+EpGPv3wf3ZbY/k2VoaR8AIA53YXG93xVnNDYkf989xL+fpcvYVB+DC/7448iP/7ry/92YTMXMgv88LfIT799kI+/fH8XTFwQcv/2w99yF6J8P/0j8unzN7cg9cPfcgtWqe9xQSz02a8i8unzt8Ggmlqf7+NvP8vHzx9uoVHz15FaX25ffPztZ/n1tw/RbQvt31QZUvsFADA/QiPu/S4i//nX1//xlR8ite8+NgmJvr9E5Nc/Xwc7ka9h55cPIvLHbVm9TIwfwGq+R4e4Hz5/KyVBKRT4fvpH5KdfvpGPv30fDY2f/vzj9llqfaky5MJmbP+WlKHkMwDAfIpDY2i6OX+qtmN/6R7pT2njTwcnEp/CJvedqenfYpNz44L//v5y59D58UeR//779bL/E5H//FvuAmZDoVDz6c8/bnfPnI+//RwNYD7/zljN9/jh6Kd/RH74/I2UhMbQnbiPv/0s8ve3yXX5ITG1vlQZXDh1gTKkJDSm7iYSGgFgLdk+jW6CbR0ajdluQc2f9FpPiL3Z89YvUs9l7E+0nftOY7ZXAZO7kk9QExrdXckfvT6NoeUuahUaP/35h3z8/OHu72q+x1/W70MY69cXWp/IlwDm/q1kXbn1pcrg7kJ+/O2lT6NeXyo0xsqQ2lYAwNweutPoQpsfBvdDbkFTf5b7Tj9sum067fbqO3t4nD6t2tDov/zSsE+jSB93Gj/9+cfdI2B950/3AYyt7y8R+fTL97flQuvSy+TWlwuNfsAMbecjdxr1fgEAzK95aNzsefdYWYdGsx93dzL9O4367qF77Ow/7vb/45H0E1y50+g/no4te0Hr0OgvW/I9pcEotf7Y+kJ/U/rou6QMur9jaJ2l/UGv7hcAwFyeEhpjdxr9x9G570zdacQThfopxl6EcXcW/TernxwadV+9XPD59e+XAOaWDfX5099TE4z8UBVbn3tjWv+Xe2SeWl+qDKEAWhoaY2Wo3S8AgLk0D42pPo06UJr9uBsHsrSfZOqRNxrQQ+7ou4k+PyS+wePp0DAzsRCjh7zxH9Gmvif1god+XOt/Z2p9WuhOY+jfUuvL7Qv/+0ofT6fKwIsvALC27Isw7jFwaWgUuX8E7b89fYiIMfvL9x67mM3KbozY83j19rT/+Jm3p9/Ydx/Dg3uH7iT6yzYY3Dv08of/Ioc/4LUeBzH0KDX20krse1KDbee+M/WZrzQ0Xi2D/kz3b0zt39j6cvsFADC3p08jyF3ByfxPRP7bbtaX1n76R+SvPwkxAAC01jw06kfJuh8jBvff35tOFdjapz//4M4XAABP8JQ7jf7bzq7PIgAAAMb19MfTAAAAGB+hEQAAAFmERgAAAGQRGgEAAJBFaAQAAEAWoREAAABZhEYAAABkERoBAACQRWgEAABAFqERAAAAWYRGAAAAZBEaAQAAkEVoBAAAQBahEQAAAFmERgAAAGQRGgEAAJBFaAQAAEAWoREAAABZhEYAAABkERoBAACQRWgEAABAlhEROUTEmF2MMbf/NmNETntb0J4iu9m+Lo1nOEXEbPauHowxshsjo+/3WNnk2LN/m2p7z26XtPvr9kOK6/hRV9uIO/e13kazH087bt2xdNot+PlmT7Gb+bpk2CrtuqSc9hSx2yap/XXle99CaDveozxX1okx3YVG/8RpTxFjtjc54eMLdzHQ+3yz5/DB0eyHHPv9jW17imxmu/txEkJoHJPZD9n3PRtgWnhWaHQXw1NO2TabbavuOzezFy171X5IcL/GziHaKu26pJybPV+dm0YRKt97lGfkfYg60dAo8uXENHpYGUnshP+suyFv5dGLKKFxPG6/HXI8PUD56+vhTuNbhMbYOkrb6yrtOlfO0pDdK12+9yjP6PsQdZKh0f933TjNftw9ZnS/Mtxym7WvPgtuQOR7RF4eb4UeZbo7oSXrGEVJaNT14F88Qvv+tJts9rz7/yL5ekrt+6vlytVRrE5T26r3R2y7U/vt6roR5995MPtx9yg1V59+PeiuMrn6LWkjvlxorG1P52lv3TD8H9wtjycndPde/1vJ9rc6p5Ssr8VxdOU8FwuNof1Q+72tzxGPlO89yrPKDxB8kQyNfojxG4Z+NKKXM2a7a4yxR5Al3xM6yentzfXxGUXJ4+ncCd7f9+4EHjsxxOopte+v0v1m9aO1VJ3mttVvF34Q9O+Up/bb1XUjTLdjfZzX7FM/BOXqt6SNaKnQ+Eh7Cv0gaXk8hb4ntF5/v8b2SetzSiyYtjqOarcpta/3Q179YKn93tbniEfK9x7l8deJ+V0Kjan+jrqBpQJd6ntSgTLWn2d0roypF2FK7grELiJ62Vg9pfZ9C/7dJLeeVJ3WlDn2d6nvuLpuhOluLbr9lO7T3AsdtXfLrtxpvLK+UNh8xvGUC+ex9bofQ1f2XeqckrsJ0Oo4qj3PpUKjfxf86ve2Pkc8Ur73KI9+koC5ZR9PxxqnDjipxwGpRhX7Hv8Wuv+fu70+c2hMXUxqT/C72YuWFXmpp9S+b8lvd6k6rSmz7u5Qcmfo6roRpusg97g4tE9j/amv1O8jofHK+nR5nnk8pboBhF5OcMs8Ehpj55RUOZ8dGmvOc07ozuyV732L0FiyHe9RHs6H68m+COMupqmDL/WLMnWnMfU9qbs/s99pfI/QmLrT+Cyl9V1aZh00uNP49mL7p+aiFHscdrV+r4bGq+vT5Xnm8eS245Dj7lgPrbfVncbYOeWtjqNWoTHUbWLk0Pge5Zn1Woy4aGjUY6z5DSn3C7a0P0Tue/y/0yfllfo0+vR+2ex5e1Gg9iSR6gMW2/dX7Ie8GvfT/bu7KKfqtPSipu8Ymv242zex/XZ13XitZCiYXOCKhbhc/bYOjY+0p1QIbt2G3NBGoSGtdB/DWJ/GVueUWDl7DI2bPe+uGaOHxvcoj14n5ncXGmNvLIrcN0D9SDn3tmnpo+maN3jdCXGmN1pLQqPI/SMza7eH7jTG6qn12566vnRfzdAyJY8z9eMZvx2fxy5ms7f1xPbb1XXjXu7Hmwth9jyTXQVCjzjl2JP1a8/jodAYepR+tT2F2sgz3p7W3x27Wxpab6pbx9VzSs363js0hs61I4fGU443L0/p9QpzaZ60Uido9IN6AgAANQiNi6KeAABADULjoqgnAABQY/yOgAAAAHg6QiMAAACyCI0AAADIIjQCAAAgi9DYmB57Mja2ZGiw6x6FxrHTs2SMVqZVpcbz86Xq9JnjDeKL2fZxTXl6LXvNdvnHjx6LttfypeSuAVqsjPrfR9oHeEFobMzsx93A0G6GBD0Qamxu3d6kBqodtUwr2g8Ru5vsYLypOtUzjFDf7elZVWKzKY1Clyc1Q1jNsm+ppt3rGYb8WYVGrduawcpr6pCJEsZEaGwodRDE5oHt/VeWnkXAN2qZVnOKyGFf/3AJqalTTvrPN/o+rpktZZTZl2rO86lley2flroGaExBOD9CY0P2FLHbJqHJ21PzbPcsN3friGVaVUlorKnTUS56Ixv9bq5uI7kpHUuXfU+tbg6MUrc19VBahzVBFH0hNDbkThhmfz2f86gBKzRntP/oZcQyrap1aAwtizbcHNwz7F+/n7cfqB5d9r2k2n0sNPrHz2h1m7oGhJTUIeeOcVFrDekXDfz+HKMGLP1LcYYyraplaPT7auF5RrkbFRO681Tax62XPo2+XLvXfRpTL5+NUrepa4BWUoeniGyb7apeUY7Q2JD+lSnycsGdKWDNWKYVtAqNBMa3NfIxlTonPrLseyht9/5bwrmXz3oqX41H6rDXbgcoQ2hsKHQwuANG93cc+aWRGcu0gpL6ydUpgfH5juPl/BF6vDmSUHtJdXfoNTRebff6ztssdftIHfJoemzUXGP+AZIbcmeEi69+hDJDmVZVEhpTdcqLL8+nh2Hp8RFtjRmG3HlkyBk/II1at6lrgFZSh738EMA1hMbG9ECo/gXa/2yE8bkc13F7pjKtJNSR3X9JS5/EY3XK4LxvI3W8jSg1oLVuez0Ofp1r96E7abfH0+pH9Kh1m9ru2jokNI6N0Agszp4ipx3j4oW5zND2ZijDI1Yv/2oIjcDiNnsOc8cDc5mh7c1QhkesXv7VEBoBAACQRWgEAABAFqERAAAAWYRGAAAAZBEaAQAAkEVobMyfrF2PUeWPlzfimIZu/D49JdTIZVpJah5cX6pOexxHbzaz7ePUOVHrtew12xVbdtRxTvXYw8aY5JzZsfoetfy4R2hszOzHbQaA3OwpI0xW7zP7cTco9AxlWsV+SHYeXJF0nbowSX0/j55BQ88iMqLYOVHrdUaYmnZfs+woMyzVbmdpfY9SftwjNDaUOgj0FHujzdPs5iQ2+8tcqaOXaRWniBz29Q+XkJo65aT/fKPv49op+HaziQtYvZa9ZrtSy272HGJmlENEdrNLyY/Dmn0zSvlxj9DYkAtWobmXQ5O0jzSdktkPkWO/2+bRy7SaktBYU6e9XtRnMvrd3NQ5UdPtSYfIXrQIjTVB7L3V1ENpfY9UftwjNDbk7tKY/aU/xwwB60te/LLthMZxtQ6NoWXRhpvrd/T9mzonhvj94fS8zb2oafexZUc6dkJz18fOIaX1PVL5cY9aa0i/aOD35xg1YJ0ism329kuZ0DiulqFxs2e3F/WZjH6nMXVO1EJ3Gnvo0+irafexZfU5tXf6TmOqXkrqe7Ty4x6hsSHdH0zk5YI7asDS201oHFer0EhgfFsjH1Opc+Ijy76HFoFRpN/H7jUeqcMZyr8yQmNDoYPBHTC6r8coL424N6b1f8duhi3TqkrqJ1enBMbnO46X84fb/70Ep1qpc6IWalu9hMZWgdF9Pvqj2Vi9lNT3DOVfGTXXmH+A5IbcGfHi65dvljKtoiQ0puqUF1+eTw+x0+Mj2lqxc6LW65A7rd6WdnoJwqV0F4lcveTqe7Ty4x6hsTE9EKp/gfY/G3XsNX3Az1Cm2YU6svsd1EvrlMF534Z7CWaW/Zs6J+q21+Pg3rl275eh5BgZMTSl2mTq/BGqwxHLjxeERmBx9hQ57ftfnLGeGdreDGV4xOrlXw2hEVjcZs8u7uhgPTO0vRnK8IjVy78aQiMAAACyCI0AAADIIjQCAAAgi9AIAACALEJjY/7cqXq4AX/ok5GGp0kNgzFqmVakp/iKSdVpj0OizEQPV2KMGXoaQZG6NtNz+yo5fnJD7qSuD72qbZOxOmTIrjkQGhsz+3Eb7T43uPcIFwM9OKs/+PCoZVrRfojY3Vwa3NvVqQuT1PfzzDaAes2A3b0O7i1Sfvxouj5j14ee1bTJmjqcra2vgtDYUOog0LOljDrlnl/GWco0u1NEDvs65IfU1Ckn/fYOEdnNLrMEcT2tXKrN1Cz7lmqOH22z520g617KU6umTdbUob9vMA5CY0N63l5faL7NEUfG9+8uzVKmVZRc9GrqdNSLYM9Cc/eOTLeRVPlqln0PtaFRh63U9aFnNfVQWoez/ThaCaGxIXeXxuwvfVbcxXb0gOWmkfLLMHqZVtM6NIaWxWNCUz6Ofufe78eXm5u+Ztm3Vhsa9fGRuj70rLZNltQh545xUWsN6Y7Sfn+OWQIWdxrH1TI0bvbs7qI+A31nZpR+bzGhO0+lfdx6K3tNaDxFZNts8CWy0PWhZzVtsqQOQ/sG4yA0NqT7g4m8XHBnClgzlmkFrUIjgfFtjXxMpc6Jjyz7HmpCY+ixbO/lq/FIHfbW7QB1CI0NhQ4Gd8Do/iwjvTRyHC/lcds9eplWVFI/uTolML69UYOFSLi9pLo79Byqas5voR9fqevDaB6pQx5Nj42aa8w/QHJD7oxw8fWH2BGZo0yrKrnopeqUF1+eTw9jNMojzJhZhtwRqQuNsVAVuz70rKZNltThqEEZXxAaG9MDofonGP+zkQbCdi/BzFSmlYQ6svud8PVJPFanDM77NlLH24hSA3brttfj4N61x0/s30TS14eepdpkbR0SGsdGaAQWZ0+R045x8cJcZmh7M5ThEauXfzWERmBxmz2HueOBuczQ9mYowyNWL/9qCI0AAADIIjQCAAAgi9AIAACALEIjAAAAsgiNAAAAyCI0NuZP1q7HqPLH+xppTMPUuFujlmlFeu7bmFSd9jiO3kz0OH7GmLuBlUdTW56e21fp8ZNaNnV96FXLOuR6MT5CY2NmP25TJOVmTxnhYuAO8tB2j1qmFe2HiN3NpRlhXJ2m2gLamG3WnZry9DwjTOnxk1s2dn3oWas65HoxB0JjQ6mDS0+xN+o8zX4ZZynT7E4ROezrk3ZITZ3OFnB6cIjIbnaZ5UJaUx49N3Mv7avm+Ekt20t5arWqQ64XcyA0NmRPEbttEpp7OTRJ+4jTKfkngVnKtIqSk3RNnY56EeyZvuiOrqY8uj31ti9qQk5o2dT1oWet6pDrxRwIjQ25X1Jmf+mz4g6IWQ4YvxyzlGkVrUNjaFk8JjTP8ch3YmrL4/f58+9K9eDR0Ji6PvSsVR1yvZgDZ/yGdOdnvz/HDAfMZk9OAgNrGRp1W0Ab+q7OKP3eYmrKE7pL1VPZW4TG2PWhZ63qkOvFHAiNDek+GyIvB8XoB0woJIxeptW0Co0Exrc12zEVK0/q/NmDVncaey1fjSt1yPViDoTGhkJ9P9xBofuzjNQJOBYSRi7TikrqJ1enBMa3N9uFNdXdoedQ1aJPY+z6MJordcj1Yg6Exsb8gyk33MAIF9/Uyw6jlmlVpW9/xuqUF1+eTw9DMsojzJia8vQ85I7I46FRJH596FmrOuR6MQdCY2N6IFQ95IL7bJSBTfVArbpcI5ZpNaGO7H4nfH3XIFanubaANjZ7TrV/U+XRba/Hwb1rjp/csqnrQ89a1SHXi/ERGoHF2VPktGNcvDCXGdreDGV4xOrlXw2hEVjcZs9h7nhgLjO0vRnK8IjVy78aQiMAAACyCI0AAADIIjQCAAAgi9AIAACALEIjAAAAsgiNjfmTtesxqvwxvEYbo0rPm+qMXKbVxOpQS9Vpj+PojWqFY0qPS2iMuRsoWuu1fZXWSa68vZYvpWUdztS2V0VobMzsx21+zdxo+KkDryf7IWJ382qGg5HLtJpYHWqpOnUnfOr7cascUzWzCPU6I0xNnaTK22v5clrV4Wxte1WExoZSB5eeMmmUeTdPETns6wNeZNwyrSZVh1pNnTKt4DUrHVOHiOxml5JgoOdm7qV91R4TsfL2Wr6cVnU4W9teFaGxIT0hu2+z5+0OpDPSZPWhA3z0Mq2m5CRdU6ejXPR6tcIxpUNEim5PNX/7TDV1ktrmXsuX06oOZ2vbqyI0NuR+SZn9pU+jOyBGP2BWuMDNrnVoDC2LciscU6G5mEu6Rxhj7u5Kvafa0Jgqb4/ly2lVh7O17VVxxm9Id2z3+3OMfsCscIGbXcvQuNlzmIter1Y4pvRdqlQ/vtBdqh76/D1yp9EvQ6/ly2lVh7O17VURGhvSfTZEXg6K0Q+YFS5ws2sVGgmMbax6TMXKkzp/vqdH68Qt22v5rrhShyu07RUQGhsK9f1wB4Xu7zhaJ+DQ9o5eptWU1E+uTgmM7ax6TKW6O/QYqh6tEz809Vi+K67U4QptewWExsb8gyk33MBIF9/QAT56mVZTcpJO1SkvvrS1wjGlh1VJPdrsdUiamjpJlbfX8uW0qsPZ2vaqCI2N6YFQ/QuC/9koA5uGOkH7L/iMWKbV5OpQ3zWI1aketHekAYp7stoxtdkz2l502+t18OtUnYS6b8TK0Gv5clrV4Wxte0WERmBx9hQ57RgXL8xlhrY3QxkesXr5V0NoBBa32XOYOx6Yywxtb4YyPGL18q+G0AgAAIAsQiMAAACyCI0AAADIIjQCAAAgi9AIAACALEJjY/5k7XqMKn98tpHGqEqNuzVqmVak50aPSdXpqOPMjUKP82qMuRtYeUR+eyopS2k7fWul25U6RkY9flLXNS12/mCc1zkQGhsz+3GbXzM3Gv4IFwM9wv9+yO1EMGqZVrQfInY3l2aEcXXqLgbU9/PMNuuOC8Gl01CWttO3VrpdqRlRRj5+Ytc1reaaMFtbXwWhsaHUQaCnTBp13k2/jLOUaXaniBz2dcgPqalTTvrtHSKym11GCBIldHtKtZmadvqWarbLniK72cTVX6q8oxw/NdtZc/7Y7DnkvNurIzQ2pCdk9232vP1Sc0acrN7/5ThLmVZRctGrqdNRLnoj0aFjdFd+WPYWGp2S7dLHRKo+Rzl+Utc1rfT8MduPo5UQGhtyJ0izv/T9cAfL6AHLzT3ql2H0Mq2mdWgMLYvHhOal7i081YiFxtQ5YuTQ6C9njEk+ih/l+Eld17TS88coZcdr1FpDuqO03/djloDFncZxtQyNub5puEbfmUr1HxuB7tNY8jLJyKExdKcxVH8jHT+p65pWcv44RWTb7LBtenWExob0r2qRlwNmpoA1Y5lW0Co0jnTBm8Hox5T/1uyVl7F6caVPsMj4x09JmZyS88dsXTBWQ2hsKHQwuANG9wvp9cQYchwv5fEfL41cphWVduRP1eloF7wZjB4afSX9+Ho9j5T+6EoFrBGPn9R1LbRs7prAo+mxUXON+QdTbsidEU4e/hA7InOUaVVXXkLw63SUjvsj00OUjP54Wm9/SWAYOTSmhtwZ+fiJXde0kmvCTD+CVkRobEwPzuufYPzPRhoI270EM1OZVhJ6ufVQZJsAAAS4SURBVMLvzK5P4rE6ZXDet5E63kbklycVIHLt9L3UHj+xAbxHPn5S17XS80dseYyF0Agszp4ip+3/woX5zND2ZijDI1Yv/2oIjcDiNnsOcbcD85mh7c1QhkesXv7VEBoBAACQRWgEAABAFqERAAAAWYRGAAAAZBEaAQAAkEVobMyfrF6PZ+WP9zXDmIZ67C5jzN3AxOhLyby/Iul2GhuDDnVS+3Gm80TNOaLncQxr6qS0bkc5V7asw5na9qoIjY2Z/bjNeJCbPWWUk0bMyDMcrGY/5NK8v347dSf8mdrwe0jtx9nOE4+cI3o5v9TUSapuXfgabUrOVnU4W9teFaGxodTBpadT6nWqrBqHiOxmFw76vp0ictjXJ+2Qmnbay0V9dP5+nO088cg5YrNnFzOHPFInqbod5fhpVYezte1VERob0pO1+0Jzro4+nVJoInv0q+QkXdNOR7no9c7fj7OdJ66eI3r6QfpInczwg6BVHc7WtldFaGzInRTM/tKn0R0QMx4woTlZez8Brqx1aAwti3r+fpztPHH1HNFT23qkTvy/jYXG3uu2VR3O1rZX1cdROQn9ooHfp3HGA0b/AvXLi/60DI2j9Mfqnd6Ps50nrpwjThHZNtvNeeRqnei61X0aS19Me2+t6nC2tr0qQmND+pekyMtBscoBM2OZZtEqNBIY2wjtxxXOE7ny9Nbt5UqdxI4R/+3ikhfTenWlDldo2ysgNDYUOlDcQaH7O47Sn6UWJ4F+lbS5XDslMLYR248rnCdKAlcvj6ZF6uuk9BgZuU/wlTpcoW2voJ8jcxL+wZQbcmf0i68eMoHH030rOUmn2unIF7mepPbjbOeJK+eI3n541tRJqm512XsLxzGt6nC2tr2q/lvsYPRAqP4F2v9sloFNN3vyIkznQh3Z/Ze09Ak+1k57Hnx5JLn9ONt5InWOCIWL3kKjSLpO/O3N1a2/L0YKTK3qcLa2vSJCI7A4e4qcluCHtzdD25uhDI9YvfyrITQCi9vsyd1CvIsZ2t4MZXjE6uVfDaERAAAAWYRGAAAAZBEaAQAAkEVoBAAAQBahEQAAAFmERgAAAGQRGgEAAJBFaAQAAEAWoREAAABZhEYAAABkERoBAACQRWgEAABAFqERAAAAWYRGAAAAZBEaAQAAkEVoBAAAQBahEQAAAFmERgAAAGQRGgEAAJBFaAQAAEAWoREAAABZhEYAAABkERoBAEDQISLG7GKMuf23G/P1k9f2Q+6WlWMv+gxjIDQCAICgQ0Q2s4ucNrusPUU2s92W9f+/PUWM2W5BcT8kGT7RJ0IjAAAIOkRkN7uUhDt7iuxmuy2bCpw1YRT9IDQCAIAgHQRTdBBM/S2hcUyERgAAEOQeK5f2RTxFxGxWjDFiN/P1X17b7CnHTgQZDTUGAACC9N1C3W/RF7rTGFp2s2cyUKJfhEYAAFDM7Iecdnv17/shr8KgXpbAODZCIwAAKBYLjaFA6C9LYBwfoREAAATpoXFSj6dTQ+7w4sscCI0AACBqs2f0RRh91zE2gLf+dwb4HhOhEQAAXGJPkdMS/FZBaAQAAJds9uRu4UIIjQAAAMgiNAIAACCL0AgAAIAsQiMAAACy/g9NFizD8uHLwQAAAABJRU5ErkJggg==\" alt=\"\" /></p>\r\n<p class=\"western\"> </p>\r\n<p class=\"western\">Die Kaliumhexacyanoferrat-Lösung wurde über ein Rheodyn-Ventil 7010 mit einer Probenschleife von 100 <span style=\"font-family: Liberation Serif, serif;\">μ</span><span style=\"font-family: Liberation Serif, serif;\">l in das System eingeleitet. </span><span style=\"font-family: Liberation Serif, serif;\">Die Probe wurde mit einer motorgetriebene Spritze eingefüllt. </span></p>\r\n<p class=\"western\"><a href=\"../../../../../rheodyne\" target=\"_blank\" rel=\"noopener\">Anleitung Kontrolle Ventil...</a></p>\r\n<p class=\"western\">Erster Ansatz für Die Ventilsteuerung: Experimente: 10 | Delay Ventil: 20 | Load Ventil: 80 | Probenmenge 20</p>", "tutorial_published": "2019-10-26T20:30:47Z", "tutorial_series": 10, "tutorial_slug": "material"}}, {"model": "main.tutorial", "pk": 20, "fields": {"tutorial_title": "Exp43", "tutorial_content": "<p><strong>Ergebnisse des Experiments 43</strong></p>\r\n<table style=\"border-collapse: collapse; width: 54.1991%; height: 90px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Pumpe</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">10</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Luminol</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">2 ml +10 ml Buffer</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">H202</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">1 ml + 10 ml Buffer</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Puffer</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">Na2CO3 / NaHCO3 0.1m</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">rotes Blutlaugensalz</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">0,1 ml 1-10 mmol</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><span style=\"font-size: 8pt;\">Auswertung der Daten des Files exp43.txt:</span></p>\r\n<table id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80c\">\r\n<thead>\r\n<tr>\r\n<th class=\"blank level0\"> </th>\r\n<th class=\"col_heading level0 col0\">File</th>\r\n<th class=\"col_heading level0 col1\">Konz</th>\r\n<th class=\"col_heading level0 col2\">Einheit</th>\r\n<th class=\"col_heading level0 col3\">Counts</th>\r\n<th class=\"col_heading level0 col4\">c-std</th>\r\n<th class=\"col_heading level0 col5\">Area</th>\r\n<th class=\"col_heading level0 col6\">a-std</th>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr>\r\n<th id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80clevel0_row0\" class=\"row_heading level0 row0\">0</th>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow0_col0\" class=\"data row0 col0\">exp43_342.csv</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow0_col1\" class=\"data row0 col1\">1</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow0_col2\" class=\"data row0 col2\">mmol</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow0_col3\" class=\"data row0 col3\">9819.31</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow0_col4\" class=\"data row0 col4\">1118.98</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow0_col5\" class=\"data row0 col5\">2.25195e+06</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow0_col6\" class=\"data row0 col6\">384732</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80clevel0_row1\" class=\"row_heading level0 row1\">1</th>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow1_col0\" class=\"data row1 col0\">exp43_338.csv</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow1_col1\" class=\"data row1 col1\">2.5</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow1_col2\" class=\"data row1 col2\">mmol</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow1_col3\" class=\"data row1 col3\">27949.94</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow1_col4\" class=\"data row1 col4\">1440.32</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow1_col5\" class=\"data row1 col5\">6.26399e+06</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow1_col6\" class=\"data row1 col6\">309768</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80clevel0_row2\" class=\"row_heading level0 row2\">2</th>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow2_col0\" class=\"data row2 col0\">exp43_339.csv</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow2_col1\" class=\"data row2 col1\">5</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow2_col2\" class=\"data row2 col2\">mmol</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow2_col3\" class=\"data row2 col3\">45997.05</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow2_col4\" class=\"data row2 col4\">3420.91</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow2_col5\" class=\"data row2 col5\">9.39767e+06</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow2_col6\" class=\"data row2 col6\">829244</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80clevel0_row3\" class=\"row_heading level0 row3\">3</th>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow3_col0\" class=\"data row3 col0\">exp43_343.csv</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow3_col1\" class=\"data row3 col1\">7.5</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow3_col2\" class=\"data row3 col2\">mmol</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow3_col3\" class=\"data row3 col3\">61029.50</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow3_col4\" class=\"data row3 col4\">9116.85</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow3_col5\" class=\"data row3 col5\">1.26266e+07</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow3_col6\" class=\"data row3 col6\">845334</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80clevel0_row4\" class=\"row_heading level0 row4\">4</th>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow4_col0\" class=\"data row4 col0\">exp43_340.csv</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow4_col1\" class=\"data row4 col1\">10</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow4_col2\" class=\"data row4 col2\">mmol</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow4_col3\" class=\"data row4 col3\">91997.48</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow4_col4\" class=\"data row4 col4\">9466.64</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow4_col5\" class=\"data row4 col5\">2.20892e+07</td>\r\n<td id=\"T_230b00c0_fbfd_11e9_a59c_d050993cd80crow4_col6\" class=\"data row4 col6\">2.34396e+06</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><img src=\"data:image/png;base64,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\" 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\" /></p>", "tutorial_published": "2019-10-26T20:41:34Z", "tutorial_series": 10, "tutorial_slug": "exp43"}}, {"model": "main.tutorial", "pk": 21, "fields": {"tutorial_title": "Mathe", "tutorial_content": "<p><span style=\"font-size: 10pt;\"><strong>Ablauf der Auswertung für Flow<br /></strong></span></p>\r\n<ol>\r\n<li><span style=\"font-size: 8pt;\">Kopiere den Ordner expxx und benenne in um z.B exp43<br /></span></li>\r\n<li><span style=\"font-size: 8pt;\">Exportiere aus onlyscience über 2Octave die Daten in den Ordner</span></li>\r\n<li><span style=\"font-size: 8pt;\">Erstelle die exp43.txt Datei file.csv,amount,einheit<br /></span></li>\r\n<li><span style=\"font-size: 8pt;\">Octave >> statscript('exp43.txt') erzeugt die weiteren Dateien</span></li>\r\n<li><span style=\"font-size: 8pt;\">Jupyter Notebook Auswertung.ipynb aufrufen titel= anpassen</span></li>\r\n<li><span style=\"font-size: 8pt;\">In django admin tutorial erstellen und Daten aus Jupyter kopieren</span></li>\r\n</ol>\r\n<p><span style=\"font-size: 10pt;\"><strong>expXX.txt</strong></span></p>\r\n<p><span style=\"font-size: 10pt;\">Dieser File enthält die Filename der Exportierten Daten, Konzentration, Einheiten. Dieser File wird zunächst mit Octave und stascript ausgewertet.</span></p>\r\n<p><span style=\"font-size: 10pt;\">Auswertung.ipynb übernimmt den File und führt die Auswertung fort</span></p>\r\n<p><span style=\"font-size: 10pt;\"><strong>hplc2.m</strong></span></p>\r\n<p><span style=\"font-size: 10pt;\">Das Skript verwendet findpeaks.m im selben Directory. hplc('file.csv',Autozero wenn 1 übergeben wird).</span></p>\r\n<p><span style=\"font-size: 10pt;\"> Es gibt seine Ergebnisse grafisch aus als <file>.jpg und als Array zurück _<file>.csv<br /></span></p>\r\n<p><strong><span style=\"font-size: 10pt;\">stascript.m</span></strong></p>\r\n<p><span style=\"font-size: 10pt;\">Dieses Sscript liest einen File im Format <File.csv>,<zahl>,<Einheit> ein und übergibt ihm der Function hplc2(<file.csv,1>)<br /></span></p>\r\n<p> </p>\r\n<p><span style=\"font-size: 10pt;\"><strong>Ablauf der Auswertung für LuMiNoMeter1<br /></strong></span></p>\r\n<ol>\r\n<li><span style=\"font-size: 8pt;\">Kopiere den Ordner expxx und benenne in um z.B exp43<br /></span></li>\r\n<li><span style=\"font-size: 8pt;\">Exportiere aus onlyscience über 2Octave die Daten in den Ordner</span></li>\r\n<li><span style=\"font-size: 8pt;\">Erstelle die exp43.txt Datei file.csv,amount,einheit</span></li>\r\n<li><span style=\"font-size: 8pt;\">Jupyter Notebook half-life.ipynb aufrufen titel= anpassen und ausführen<br /></span></li>\r\n<li><span style=\"font-size: 8pt;\">In django admin tutorial erstellen und Daten aus Jupyter kopieren</span></li>\r\n</ol>\r\n<p> </p>\r\n<p> </p>\r\n<p> </p>", "tutorial_published": "2019-10-28T09:13:12Z", "tutorial_series": 10, "tutorial_slug": "mathe"}}, {"model": "main.tutorial", "pk": 22, "fields": {"tutorial_title": "Exp45", "tutorial_content": "<p><strong>Ergebnisse des Experiments 45</strong></p>\r\n<table style=\"border-collapse: collapse; width: 54.1991%; height: 90px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Pumpe</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">10</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Luminol</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">2 ml +10 ml Buffer</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">H202</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">1 ml + 10 ml Buffer</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Puffer</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">Na2CO3 / NaHCO3 0.1m</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">rotes Blutlaugensalz</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">0,1 ml 1-10 mmol</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><span style=\"font-size: 8pt;\">Auswertung der Daten des Files exp45.txt:</span></p>\r\n<p> </p>\r\n<table id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80c\">\r\n<thead>\r\n<tr>\r\n<th class=\"blank level0\"> </th>\r\n<th class=\"col_heading level0 col0\">File</th>\r\n<th class=\"col_heading level0 col1\">Konz</th>\r\n<th class=\"col_heading level0 col2\">Einheit</th>\r\n<th class=\"col_heading level0 col3\">Counts</th>\r\n<th class=\"col_heading level0 col4\">c-std</th>\r\n<th class=\"col_heading level0 col5\">Area</th>\r\n<th class=\"col_heading level0 col6\">a-std</th>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr>\r\n<th id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80clevel0_row0\" class=\"row_heading level0 row0\">0</th>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow0_col0\" class=\"data row0 col0\">exp45_345.csv</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow0_col1\" class=\"data row0 col1\">1</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow0_col2\" class=\"data row0 col2\">mmol</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow0_col3\" class=\"data row0 col3\">16129.16</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow0_col4\" class=\"data row0 col4\">1300.95</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow0_col5\" class=\"data row0 col5\">2.94691e+06</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow0_col6\" class=\"data row0 col6\">286954</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80clevel0_row1\" class=\"row_heading level0 row1\">1</th>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow1_col0\" class=\"data row1 col0\">exp45_348.csv</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow1_col1\" class=\"data row1 col1\">2</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow1_col2\" class=\"data row1 col2\">mmol</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow1_col3\" class=\"data row1 col3\">16862.40</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow1_col4\" class=\"data row1 col4\">1830.95</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow1_col5\" class=\"data row1 col5\">4.72148e+06</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow1_col6\" class=\"data row1 col6\">978876</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80clevel0_row2\" class=\"row_heading level0 row2\">2</th>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow2_col0\" class=\"data row2 col0\">exp45_349.csv</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow2_col1\" class=\"data row2 col1\">4</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow2_col2\" class=\"data row2 col2\">mmol</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow2_col3\" class=\"data row2 col3\">41970.90</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow2_col4\" class=\"data row2 col4\">4561.02</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow2_col5\" class=\"data row2 col5\">1.08517e+07</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow2_col6\" class=\"data row2 col6\">2.43103e+06</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80clevel0_row3\" class=\"row_heading level0 row3\">3</th>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow3_col0\" class=\"data row3 col0\">exp45_347.csv</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow3_col1\" class=\"data row3 col1\">5</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow3_col2\" class=\"data row3 col2\">mmol</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow3_col3\" class=\"data row3 col3\">38121.90</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow3_col4\" class=\"data row3 col4\">2413.71</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow3_col5\" class=\"data row3 col5\">8.28388e+06</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow3_col6\" class=\"data row3 col6\">482313</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80clevel0_row4\" class=\"row_heading level0 row4\">4</th>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow4_col0\" class=\"data row4 col0\">exp45_350.csv</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow4_col1\" class=\"data row4 col1\">6</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow4_col2\" class=\"data row4 col2\">mmol</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow4_col3\" class=\"data row4 col3\">56348.59</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow4_col4\" class=\"data row4 col4\">12035.12</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow4_col5\" class=\"data row4 col5\">1.30687e+07</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow4_col6\" class=\"data row4 col6\">4.67824e+06</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80clevel0_row5\" class=\"row_heading level0 row5\">5</th>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow5_col0\" class=\"data row5 col0\">exp45_351.csv</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow5_col1\" class=\"data row5 col1\">8</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow5_col2\" class=\"data row5 col2\">mmol</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow5_col3\" class=\"data row5 col3\">73051.19</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow5_col4\" class=\"data row5 col4\">8133.48</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow5_col5\" class=\"data row5 col5\">2.02288e+07</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow5_col6\" class=\"data row5 col6\">4.80216e+06</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80clevel0_row6\" class=\"row_heading level0 row6\">6</th>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow6_col0\" class=\"data row6 col0\">exp45_346.csv</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow6_col1\" class=\"data row6 col1\">10</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow6_col2\" class=\"data row6 col2\">mmol</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow6_col3\" class=\"data row6 col3\">91404.17</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow6_col4\" class=\"data row6 col4\">5437.37</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow6_col5\" class=\"data row6 col5\">2.13808e+07</td>\r\n<td id=\"T_f5a2580a_fc1f_11e9_a771_d050993cd80crow6_col6\" class=\"data row6 col6\">1.8368e+06</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><span style=\"font-size: 8pt;\"> </span></p>\r\n<p><span style=\"font-size: 8pt;\"><img src=\"data:image/png;base64,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\" 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\" /></span></p>\r\n<p> </p>", "tutorial_published": "2019-10-31T20:50:43Z", "tutorial_series": 10, "tutorial_slug": "exp45"}}, {"model": "main.tutorial", "pk": 23, "fields": {"tutorial_title": "Exp48", "tutorial_content": "<p><strong>Ergebnisse des Experiments 48</strong></p>\r\n<table style=\"border-collapse: collapse; width: 54.1991%; height: 90px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Pumpe</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">10</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Luminol</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">2 ml +10 ml Buffer</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">H202</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">1 ml + 10 ml Buffer</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">Puffer</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">Na2CO3 / NaHCO3 0.1m</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.78%; height: 18px;\">rotes Blutlaugensalz</td>\r\n<td style=\"width: 37.3263%; height: 18px;\">5 mmol</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><span style=\"font-size: 8pt;\">Die Temperatur wurde variiert</span></p>\r\n<p><span style=\"font-size: 8pt;\">Auswertung der Daten des Files exp48.txt:</span></p>\r\n<table id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80c\">\r\n<thead>\r\n<tr>\r\n<th class=\"col_heading level0 col0\">File</th>\r\n<th class=\"col_heading level0 col1\">Konz</th>\r\n<th class=\"col_heading level0 col2\">Einheit</th>\r\n<th class=\"col_heading level0 col3\">Counts</th>\r\n<th class=\"col_heading level0 col4\">c-std</th>\r\n<th class=\"col_heading level0 col5\">Area</th>\r\n<th class=\"col_heading level0 col6\">a-std</th>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr>\r\n<th id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80clevel0_row0\" class=\"row_heading level0 row0\">0</th>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow0_col0\" class=\"data row0 col0\">exp48_356.csv</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow0_col1\" class=\"data row0 col1\">20.5</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow0_col2\" class=\"data row0 col2\">C</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow0_col3\" class=\"data row0 col3\">21703.25</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow0_col4\" class=\"data row0 col4\">3763.89</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow0_col5\" class=\"data row0 col5\">5.06564e+06</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow0_col6\" class=\"data row0 col6\">972540</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80clevel0_row1\" class=\"row_heading level0 row1\">1</th>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow1_col0\" class=\"data row1 col0\">exp48_359.csv</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow1_col1\" class=\"data row1 col1\">28.5</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow1_col2\" class=\"data row1 col2\">C</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow1_col3\" class=\"data row1 col3\">26951.02</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow1_col4\" class=\"data row1 col4\">7218.24</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow1_col5\" class=\"data row1 col5\">2.60555e+07</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow1_col6\" class=\"data row1 col6\">2.50271e+07</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80clevel0_row2\" class=\"row_heading level0 row2\">2</th>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow2_col0\" class=\"data row2 col0\">exp48_357.csv</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow2_col1\" class=\"data row2 col1\">31.8</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow2_col2\" class=\"data row2 col2\">C</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow2_col3\" class=\"data row2 col3\">57459.14</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow2_col4\" class=\"data row2 col4\">7371.66</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow2_col5\" class=\"data row2 col5\">3.02893e+07</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow2_col6\" class=\"data row2 col6\">2.68876e+07</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80clevel0_row3\" class=\"row_heading level0 row3\">3</th>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow3_col0\" class=\"data row3 col0\">exp48_361.csv</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow3_col1\" class=\"data row3 col1\">35.5</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow3_col2\" class=\"data row3 col2\">C</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow3_col3\" class=\"data row3 col3\">39320.54</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow3_col4\" class=\"data row3 col4\">3265.93</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow3_col5\" class=\"data row3 col5\">1.11871e+07</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow3_col6\" class=\"data row3 col6\">1.72354e+06</td>\r\n</tr>\r\n<tr>\r\n<th id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80clevel0_row4\" class=\"row_heading level0 row4\">4</th>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow4_col0\" class=\"data row4 col0\">exp48_358.csv</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow4_col1\" class=\"data row4 col1\">36.5</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow4_col2\" class=\"data row4 col2\">C</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow4_col3\" class=\"data row4 col3\">60911.43</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow4_col4\" class=\"data row4 col4\">2452.53</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow4_col5\" class=\"data row4 col5\">1.41994e+07</td>\r\n<td id=\"T_57572b2c_fc22_11e9_9bdc_d050993cd80crow4_col6\" class=\"data row4 col6\">1.66568e+06</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><img 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\" 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\" /></p>\r\n<p> </p>", "tutorial_published": "2019-10-31T21:07:31Z", "tutorial_series": 10, "tutorial_slug": "exp48"}}, {"model": "main.tutorial", "pk": 24, "fields": {"tutorial_title": "Git", "tutorial_content": "<h3><strong>Wo sind alle meine Sourcen ?</strong></h3>\r\n<p> </p>\r\n<h4><strong>Ex 1und1</strong></h4>\r\n<p>* Testen: ssh p443763@home13497305.1and1-data.host</p>\r\n<p>* Schlüsselpaar erstellen: ssh-keygen</p>\r\n<p>* Upload mit: cat ~/.ssh/id_rsa.pub | ssh p443763@home13497305.1and1-data.host 'cat >> .ssh/authorized_keys'</p>\r\n<h5>/Repos:</h5>\r\n<pre>Anlagen<br />Arduino<br />Arduino2<br />C-Control-Wiga<br />ChemieErgebnisse<br />JfsFoMeter<br />JfsLuMiNoMeter<br />LaborDB<br />MyJQM<br />WigaCom2<br />arduino-1.0.1<br />c-control-station-1<br />cebo<br />example.git<br />matchport<br />mathlab<br />onlyElektronik<br />onlyGarten<br />onlyOctave<br />onlyScience<br />otterly-raman-gui<br />praxis_qm<br />repos.txt<br />scripts<br />test<br /><br /><span style=\"font-family: verdana, geneva, sans-serif;\">workaraound:</span><br /><span style=\"font-family: verdana, geneva, sans-serif;\">git clone ssh://p443763@home13497305.1and1-data.host/~/repos/test</span><br /><span style=\"font-family: verdana, geneva, sans-serif;\">cd test | git pull origin<br />...<br />.add<br />git commit -m\"something\"<br />git push origin master<br /><br /><br /><br /></span></pre>", "tutorial_published": "2019-11-14T21:19:23Z", "tutorial_series": 4, "tutorial_slug": "git"}}, {"model": "main.tutorial", "pk": 25, "fields": {"tutorial_title": "Rp 4", "tutorial_content": "<p><strong>Soundausgabe RP4 über HDMI</strong></p>\r\n<p>ssh root@libreelec</p>\r\n<p>Then:</p>\r\n<p> </p>\r\n<p><span style=\"font-family: Helvetica;\"><span style=\"font-size: 12pt;\">mount -o remount,rw /flash </span></span></p>\r\n<p><span style=\"font-family: Helvetica;\"><span style=\"font-size: 12pt;\">nano /flash/config.txt</span></span></p>\r\n<p>And add the line:</p>\r\n<p>hdmi_drive=2</p>\r\n<p>Ctrl+o to save and Ctrl+x to exit nano. Reboot and it should all work. You should also consider adding the line:</p>\r\n<p><span style=\"font-family: Helvetica;\"><span style=\"font-size: 12pt;\">hdmi_force_hotplug=1</span></span></p>\r\n<p><span style=\"font-family: Helvetica;\">Which will ensure </span><span style=\"font-family: Helvetica;\">HDMI is used even if unplugged or the TV is off when the libreelec box is turned o</span></p>", "tutorial_published": "2019-12-08T16:27:41Z", "tutorial_series": 1, "tutorial_slug": "rp4"}}, {"model": "main.tutorial", "pk": 26, "fields": {"tutorial_title": "HPLC", "tutorial_content": "<p>Script für Verbesserungen <a href=\"../../../../../media/books/Skript_HPLC_Mobile_Phase_Optimization_Strategies_for_Reversed_Phase.pdf\" target=\"_blank\" rel=\"noopener\">Skript_HPLC_Mobile_Phase_Optimization_Strategies_for_Reversed_Phase.pdf</a></p>\r\n<p>HPLC: Eigener Versuch Koffein und Taurin siehe <a href=\"../../../../../media/books/HPLC_Koffein_2.pdf\" target=\"_blank\" rel=\"noopener\">HPLC_Koffein_2.pdf</a></p>\r\n<p>Protokoll Theobromin|Theophyllin|Koffein Totzeit Thioharnstoff <a href=\"../../../../../media/books/HPLC_ANA_Coffein_innerer_Standart.pdf\" target=\"_blank\" rel=\"noopener\">HPLC_ANA_Coffein_innerer_Standart.pdf</a></p>\r\n<p>Eigener Versuch <a href=\"../../../../../media/books/HPLC_Coffein_innerer_Standart.pdf\" target=\"_blank\" rel=\"noopener\">HPLC_Coffein_innerer_Standart.pdf</a></p>\r\n<p>Simultaneous Determination of Caffeine and Water-Soluble<br />Vitamins in Energy Drinks by HPLC with Photodiode Array<br />and Fluorescence Detection [Methanol] <a href=\"media/books/Coffein_b1_b6_fluoreszenzdetektor.pdf\" target=\"_blank\" rel=\"noopener\">Coffein_b1_b6_fluoreszenzdetektor.pdf</a></p>\r\n<p><img src=\"../../../../../media/hplc_tab1.png\" alt=\"\" width=\"459\" height=\"543\" /></p>\r\n<p>Simultaneous HPLC Determination of Caffeine,<br />Theobromine, and Theophylline in Food,<br />Drinks, and Herbal Products [ACN] <a href=\"../../../../../media/books/coffein_theobromin_theophylline.pdf\" target=\"_blank\" rel=\"noopener\">coffein_theobromin_theophylline.pdf</a></p>\r\n<p>The importance of controlling mobile phase pH when analyzing ionizable<br />compounds by reversed phase (RP) HPLC is often recognized and easily understood,<br />however it is often equally important to control pH when working with<br />field samples of non-ionizable compounds due to the presence of ioniable<br />impuritites.<br />SELECTING THE RIGHT BUFFER <a href=\"../../../../../media/books/HPLC_PHWert.pdf\" target=\"_blank\" rel=\"noopener\">HPLC_PHWert.pdf</a></p>", "tutorial_published": "2019-12-12T22:02:47Z", "tutorial_series": 11, "tutorial_slug": "hplc"}}, {"model": "main.tutorial", "pk": 27, "fields": {"tutorial_title": "p-iodophenol", "tutorial_content": "<p>Reinigung</p>\r\n<p> </p>\r\n<p><img src=\"../../../../media/p-iodophenol_recrystalisation\" alt=\"\" width=\"528\" height=\"276\" /></p>\r\n<p><img src=\"../../../../../media/p-idodophenol_purification\" alt=\"\" width=\"531\" height=\"68\" /></p>\r\n<p>HPLC</p>\r\n<p><img src=\"../../../../../media/hplc_iodo\" alt=\"\" width=\"601\" height=\"707\" /></p>\r\n<p> </p>\r\n<p><img src=\"../../../../../media/HPLC_Iodophenol\" alt=\"\" width=\"709\" height=\"754\" /></p>\r\n<p>Highly sensitive non-radioactive, enhanced luminol-based chemiluminescent substrate for the detection of horseradish peroxidase (HRP) conjugates on immunoblots. The ECL Western Blotting Substrate detects and visualizes the presence of picogram (pg) amounts of antigen through the use of photographic or other suitable chemiluminescent imaging methods.</p>\r\n<p><img src=\"../../../../../media/ECL_Solution\" alt=\"\" width=\"836\" height=\"1212\" /></p>", "tutorial_published": "2019-12-13T23:40:24Z", "tutorial_series": 11, "tutorial_slug": "p-iodophenol"}}, {"model": "main.tutorial", "pk": 28, "fields": {"tutorial_title": "Laborjournal", "tutorial_content": "<p>Altes Journal <a href=\"../../../../media/books/LaborJournal_2013.pdf\" target=\"_blank\" rel=\"noopener\">LaborJournal_2013.pdf</a></p>", "tutorial_published": "2019-12-15T16:08:19Z", "tutorial_series": 11, "tutorial_slug": "laborjournal"}}, {"model": "main.tutorial", "pk": 29, "fields": {"tutorial_title": "marathon", "tutorial_content": "<p>Marathon Autosampler</p>\r\n<p><a href=\"../../../../media/books/Marathron_Manual.pdf\" target=\"_blank\" rel=\"noopener\">Marathron_Manual.pdf</a></p>\r\n<p><a href=\"../../../../media/books/Marathron_Kurz_Manual.pdf\" target=\"_blank\" rel=\"noopener\">Marathron_Kurz_Manual.pdf</a></p>\r\n<p>Unterlagen über die RS232 | Sparklinkprogramme | Handuch Nachfolger 400 sind unter /leibniz/jfs_labor/Akupunktur/Marathon zu finden</p>\r\n<p><strong><span style=\"font-size: 12pt;\">Programmierung</span></strong></p>\r\n<ol>\r\n<li><span style=\"font-size: 8pt;\">onlyScience | CeboHPLC | Save HPLC das Autosamplerformular ausfüllen und darauf achten, das im marathon ein Vial mehr prgrammiert wurde (Abschluss des letzten Scans)</span></li>\r\n<li><span style=\"font-size: 8pt;\">Open Cebo | Autosampler selektieren</span></li>\r\n<li><span style=\"font-size: 8pt;\">Photometer | Frequenz ok? | Au -> Output V ok? </span></li>\r\n<li><span style=\"font-size: 8pt;\">Pumpe läuft</span></li>\r\n<li><span style=\"font-size: 8pt;\">Autosampler Schraube angezogen? | dann Autosamper starten</span></li>\r\n</ol>\r\n<p><strong><span style=\"font-size: 12pt;\">Control I/O</span></strong></p>\r\n<p><span style=\"font-size: 8pt;\">8-COMM -> weisses Kabel<br /></span></p>\r\n<p><span style=\"font-size: 8pt;\">6-N.O. -> grünes Kabel</span></p>\r\n<p><span style=\"font-size: 12pt;\"><strong>Test nach dem Marathon Manual:</strong></span></p>\r\n<table style=\"border-collapse: collapse; width: 51.0729%;\" border=\"1\">\r\n<tbody>\r\n<tr>\r\n<td style=\"width: 6.61229%;\"><span style=\"font-size: 8pt;\">Eluent</span></td>\r\n<td style=\"width: 18.5207%;\"><span style=\"font-size: 8pt;\">destilliertes Wasser</span></td>\r\n<td style=\"width: 25.9397%;\"> </td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 6.61229%;\"><span style=\"font-size: 8pt;\">Indikator</span></td>\r\n<td style=\"width: 18.5207%;\"><span style=\"font-size: 8pt;\">Thioharnstoff</span></td>\r\n<td style=\"width: 25.9397%;\"><span style=\"font-size: 8pt;\">0.1 mg/ml Stammlösung 20myl auf 1ml aquadest im Vial</span></td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 6.61229%;\"><span style=\"font-size: 8pt;\">Lambda</span></td>\r\n<td style=\"width: 18.5207%;\"><span style=\"font-size: 8pt;\">235nm</span></td>\r\n<td style=\"width: 25.9397%;\"> </td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 6.61229%;\"><span style=\"font-size: 8pt;\">Flow</span></td>\r\n<td style=\"width: 18.5207%;\"><span style=\"font-size: 8pt;\">1.25 ml/min</span></td>\r\n<td style=\"width: 25.9397%;\"> </td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><span style=\"text-decoration: underline;\">Marathon 1</span></p>\r\n<p>12.05.2020 hat leider ein Problem mit dem Stoppen des Ladeflusses. Es ist evtl die Pumping cassette defect.</p>\r\n<hr />\r\n<p><span style=\"text-decoration: underline;\">Marathon 2 (neuer)</span></p>\r\n<p><img src=\"../../../../../media/marathon2.jpg\" alt=\"check\" width=\"753\" height=\"340\" /></p>\r\n<p><span style=\"font-size: 8pt;\">3 Vials Indikator|Blind|Indikator|Blind </span><span style=\"font-size: 8pt;\">. Analysezeit auf 30 sec gesetzt</span></p>\r\n<p><img src=\"../../../../../media/marathon2_2.jpg\" alt=\"check2\" width=\"744\" height=\"320\" /></p>", "tutorial_published": "2019-12-16T14:05:26Z", "tutorial_series": 1, "tutorial_slug": "marathon"}}, {"model": "main.tutorial", "pk": 30, "fields": {"tutorial_title": "Fluoreszenzdetektor jasco 821", "tutorial_content": "<p><strong>Fluoreszenzdetektor jasco_821</strong></p>\r\n<p><span style=\"font-size: 8pt;\">Allgemeines zur Fluoreszenzspektroskopie <a href=\"../../../../media/books/IAII_09_Fluoreszenz.pdf\" target=\"_blank\" rel=\"noopener\">AII_09_Fluoreszenz.pdf</a></span></p>\r\n<p><span style=\"font-size: 8pt;\">Info über <a href=\"../../../../media/books/jasco_821.pdf\" target=\"_blank\" rel=\"noopener\">jasco_821.pdf</a></span></p>\r\n<p><span style=\"font-size: 8pt;\">Manual Jasco fp920 <a href=\"../../../../media/books/jasco-fp920-manual-1995-eng.pdf\" target=\"_blank\" rel=\"noopener\">jasco-fp920-manual-1995-eng.pdf</a></span></p>\r\n<p><span style=\"font-size: 8pt;\">Patent Flow Cell <a href=\"../../../../../media/books/Jasco_Floe_cell_patent.pdf\" target=\"_blank\" rel=\"noopener\">patent.pdf</a></span></p>\r\n<p> </p>\r\n<h3>Scan aufnehmen</h3>\r\n<p><span style=\"font-size: 8pt;\">Unter <code>FM4100|Sweep</code> wird eine Scan über die unterschiedlichen Anregungsfrequenzen aufgenommen. Vor der Aufnahme der einzelnen Scans ist darauf zu achten,daß der Marker-Trigger auf 0 zeigt. Dies ist der Fall wenn A2[V] = 0. Sollte der Marker-Trigger High sein, so der Sweep-Modus mit <code>PARAMETER</code> verlassen und <code>MARKER</code> gedrückt.</span></p>\r\n<p><span style=\"font-size: 8pt;\">Im Programm zunächst die EMissionsfrequenz eingeben.</span></p>\r\n<p><span style=\"font-size: 8pt;\">Mit <code> [CRTL]down | up | down | EDIT | Frequenz</code> das Gerät vorbereiten.Im Programm <code>Record</code> auswählen und dann mit <code>RUN/STOP</code> anschließend den Scan ausführen.</span></p>\r\n<p><span style=\"font-size: 8pt;\">Titel gibt den Namen des Datensatzes an. Verstärkung und die Attunation im Kommentar vermerken. Mit <code>New</code> wird ein neuer Datensatz mit dem aktuellen Titel und Kommentar initialisiert (id = 0). Nun können Scans aufgenommen werden die mit <code>Add</code> in den Zwischenspeicher übernommen werden. <code>Save</code> speichert dann die Daten in die Datenbank.</span></p>\r\n<p><span style=\"font-size: 8pt;\">Um weitere Scans anzufügen wird der gespeicherte Scan geladen (auf die id achten), Scans aufgenommen und mit <code>Add</code> vermerkt, die dann mit <code>Save</code> in die Datenbank überführt werden.</span></p>\r\n<p> </p>\r\n<h3>Tastenfunktionen</h3>\r\n<table>\r\n<tbody>\r\n<tr>\r\n<th style=\"text-align: left; vertical-align: middle; width: 87px;\">Taste 1</th>\r\n<th style=\"text-align: left; vertical-align: middle; width: 86px;\">Taste 2</th>\r\n<th style=\"text-align: left; vertical-align: middle; width: 334px;\">Aufgabe</th>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">up</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">Auswahl RS232 | LC-Net\"</td>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">down</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">Sweep Mode</td>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">PRGM</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">Lamp Operation</td>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">MARKER</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">CM B abd Width</td>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">AUTOZERO</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">AUTO | MANUAL</td>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">RUN/STAP</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">Polarity</td>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">PARAMETER</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">Monitor</td>\r\n</tr>\r\n<tr>\r\n<td style=\"text-align: left; vertical-align: middle; width: 87px;\">CTRL</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 86px;\">ENTER</td>\r\n<td style=\"text-align: left; vertical-align: middle; width: 334px;\">A.Z Position Integration 0..100mV</td>\r\n</tr>\r\n</tbody>\r\n</table>", "tutorial_published": "2019-12-20T11:57:00Z", "tutorial_series": 1, "tutorial_slug": "floureszenz"}}, {"model": "main.tutorial", "pk": 31, "fields": {"tutorial_title": "JfsLuMiNoMeter", "tutorial_content": "<p>Ein Messinstrument, das auf einem Single Photon Counting Module von PerkinElmer aufbaut <a href=\"../../../../media/books/44-12462dts_spcm_aqrh.pdf\" target=\"_blank\" rel=\"noopener\">spcm_aqrh.pdf</a> Über einen 74HC590 basierten Vorteiler <a href=\"../../../../media/books/74hc590.pdf\" target=\"_blank\" rel=\"noopener\">74hc590.pdf</a> werden die Impulse mithilfe einen Arduino UNO gezählt. Die Messkammer wurde mit einem RepRap hergestellt. Resourcen als [GIT]</p>\r\n<table style=\"border-collapse: collapse; width: 100.393%; height: 36px;\" border=\"1\">\r\n<tbody>\r\n<tr>\r\n<td style=\"width: 100%;\">16 10 VCC | 9 offen</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 100%;\">8 14 12 GND</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 100%;\">11 13 IN 15 1-7 OUT</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p>Die Idee stammt von <a href=\"http://interface.khm.de/index.php/lab/interfaces-advanced/arduino-frequency-counter-library/index.html\" target=\"_blank\" rel=\"noopener\">Martin Nawrath KHM LAB3</a></p>\r\n<p>Die ausgegebenen Messwerte entsprechen einer EingangsFrequenz= Messwert*10 bei direktem Input. Benutzt man den den Teiler so ist der Messwert entsprechend zu multiplizieren [2,4,8,16..]</p>\r\n<ul>\r\n<li class=\"level1\">\r\n<div class=\"li\">Hardware Unterlagen /repos/JfsLuMiNoMeter als Sketchup.files</div>\r\n</li>\r\n<li class=\"level1\">\r\n<div class=\"li\">Arduino /repos/Arduino <em class=\"u\">FreqCounter1</em></div>\r\n</li>\r\n<li class=\"level1\">\r\n<div class=\"li\">AuswerteProgram /repo/onlyScience</div>\r\n</li>\r\n</ul>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\">\r\n<tbody>\r\n<tr>\r\n<td style=\"width: 50%;\"><img src=\"../../../../../media/LuMi1_a\" alt=\"\" width=\"320\" height=\"240\" /></td>\r\n<td style=\"width: 50%;\"><img src=\"../../../../../media/LuMi1_b\" alt=\"\" width=\"320\" height=\"240\" /></td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p> </p>", "tutorial_published": "2020-01-31T14:21:38Z", "tutorial_series": 1, "tutorial_slug": "jfsluminometer"}}, {"model": "main.tutorial", "pk": 32, "fields": {"tutorial_title": "exp52 JfsLuMi_1", "tutorial_content": "<p><strong>Flowcellexperiment mit JfsLuMiNoMeter_1 nach gespielt</strong></p>\r\n<table style=\"border-collapse: collapse; width: 76.5625%; height: 72px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">Verbindung</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">Stammlsg</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">FlowKonz</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">>> Konz</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">auf 3ml</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">für 2ml je ml</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">auf 20ml</span></td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">Luminol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">10mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">2ml+10ml Buf</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">1.67 mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">0.56 mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">1.12 mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">2.24 ml Stamm</span></td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">H2O2</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">150mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">1ml+10ml Buf</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">13.6 mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">4.5 mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">9 mmol</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">0.6 ml Stamm</span></td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">Buffer</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"><span style=\"font-size: 8pt;\">10 ml Buf</span></td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n<td style=\"width: 12.5%; height: 18px;\"> </td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p>Ablauf: je 1ml Luminol [1.12mmol] und 1ml H2O2 [9mmol] werden in eine mit einem Teflonrührstäbchen versehene Küvette gefüllt. Die Küvette wird, unter Beachtung der klaren Seite, unter rühren [850rpm] in das Luminometer gesteckt. Die Injektion wird vorbereitet. Die Auzeichnung wird gestartet und die 100myl werden injiziert.</p>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 18px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 16.6667%; height: 18px;\">rotes Blutlaugensalz</td>\r\n<td style=\"width: 16.6667%; height: 18px;\">1 mmol</td>\r\n<td style=\"width: 16.6667%; height: 18px;\">2.5 mmol</td>\r\n<td style=\"width: 16.6667%; height: 18px;\">5 mmol</td>\r\n<td style=\"width: 16.6667%; height: 18px;\">7.5 mmol</td>\r\n<td style=\"width: 16.6667%; height: 18px;\">10 mmol</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 796px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 304px;\">\r\n<td style=\"width: 48.6201%; height: 304px;\"><img src=\"../../../../../media/exp52_tab\" alt=\"\" width=\"340\" height=\"211\" /></td>\r\n<td style=\"width: 51.3799%; height: 304px;\"><img src=\"../../../../../media/exp52_d1\" alt=\"\" width=\"400\" height=\"239\" /></td>\r\n</tr>\r\n<tr style=\"height: 240px;\">\r\n<td style=\"width: 48.6201%; height: 240px;\"><img src=\"../../../../../media/exp_d2\" alt=\"\" width=\"400\" height=\"237\" /></td>\r\n<td style=\"width: 51.3799%; height: 240px;\"> </td>\r\n</tr>\r\n<tr style=\"height: 252px;\">\r\n<td style=\"width: 48.6201%; height: 252px;\"><img src=\"../../../../../media/exp52_d3\" alt=\"\" width=\"400\" height=\"237\" /></td>\r\n<td style=\"width: 51.3799%; height: 252px;\"><img src=\"../../../../../media/exp52_d4\" alt=\"\" width=\"400\" height=\"249\" /></td>\r\n</tr>\r\n</tbody>\r\n</table>", "tutorial_published": "2020-02-03T17:12:24Z", "tutorial_series": 10, "tutorial_slug": "exp52"}}, {"model": "main.tutorial", "pk": 33, "fields": {"tutorial_title": "AutoHome", "tutorial_content": "<p><strong>Hausautomatisierung Ottersteiner Str</strong></p>\r\n<p><span style=\"text-decoration: underline;\">Wasserpumpe</span></p>\r\n<p><span style=\"font-size: 10pt;\">c-control station 2 siehe http://www.cc2net.de/Die_C-Control_II/Die_Station_II/die_station_ii.html</span><br /><span style=\"font-size: 10pt;\">Xport auf Otterstein do> sudo socat PTY,link=/dev/XPort TCP:192.168.2.201:10001 &</span><br /><span style=\"font-size: 10pt;\">Rechte für die Schnittstelle sudo chown pi:tty /dev/pts/1 und /dev/XPort </span><br /><span style=\"font-size: 10pt;\">WigaTop/status</span><br /><span style=\"font-size: 10pt;\">WigaTop/temp</span><br /><span style=\"font-size: 10pt;\">WigaTop/humidity</span><br /><span style=\"font-size: 10pt;\">WigaTop/relais/r1 bis r5 [on:off]</span></p>\r\n<p><span style=\"font-size: 10pt;\">Status 30.4.2019<br />Freenas Rancher<br /> - apt-get install socat<br /> sudo socat PTY,link=/dev/XPort TCP:192.168.2.201:10001 & | evtl vorher sudo rmdir /dev/XPort<br /> sudo chmod 777 /dev/XPort<br /> - docker run -d -p 1880:1880 -v /dev/XPort:/dev/XPort -v node-red-data:/data --name mynodered nodered/node-red-docker</span></p>\r\n<p><span style=\"font-size: 10pt;\">bitwise | 192.168.2.72 | rancher:docker über ssh einlocken</span></p>\r\n<p><span style=\"font-size: 10pt;\">sudo ./pumpe.sh</span></p>\r\n<p><span style=\"font-size: 10pt;\">Achtung auf CR\\LF achten wenn unter Windows editiert (sed -i -e 's/\\r$//' pumpe.sh)</span></p>\r\n<pre class=\"language-python\"><code>#!/bin/bash\r\nsudo apt-get install socat\r\nsudo killall socat\r\nsudo rmdir /dev/XPort\r\nsudo socat PTY,link=/dev/XPort TCP:192.168.2.201:10001 &\r\nsleep 1\r\nsudo chmod 777 /dev/XPort\r\ndocker restart mynodered</code></pre>", "tutorial_published": "2020-03-22T11:10:14Z", "tutorial_series": 1, "tutorial_slug": "autohome"}}, {"model": "main.tutorial", "pk": 34, "fields": {"tutorial_title": "Magnetic Stirrer", "tutorial_content": "<p><strong>Magnetic Hotplate Stirrer</strong></p>\r\n<p><strong><img src=\"../../../../../media/neolab.jpg\" alt=\"neolab\" width=\"202\" height=\"250\" /></strong></p>\r\n<p>von neolab siehe <a href=\"../../../../media/books/GPEScientific-37498.pdf\" target=\"_blank\" rel=\"noopener\">GPEScientific-37498.pdf</a></p>\r\n<p> </p>", "tutorial_published": "2020-04-07T19:35:55Z", "tutorial_series": 1, "tutorial_slug": "magstir"}}, {"model": "main.tutorial", "pk": 35, "fields": {"tutorial_title": "pH-Meter", "tutorial_content": "<p><strong>pH Messung<br /></strong></p>\r\n<p>tradionelle Methode</p>\r\n<p><strong><img src=\"../../../../../media/ph1.jpg\" alt=\"\" width=\"480\" height=\"640\" /></strong></p>\r\n<hr />\r\n<p>Ph-Meter-Selbstbau</p>\r\n<p> </p>\r\n<p>Die Schlauchpumpe wird über das Ph-Meter gesteuert. Dies kann mit oder ohne PC-Kontrolle erfolgen. Über das Ph-Meter wird der angeschlossene Schlauch verwaltet. Die geförderte Menge in [ml/sec] kann bei Bedarf vom PC abgefragt werden.</p>\r\n<p>Um das Ph-Meter zu eichen, wird über die Pfeiltasten die jeweilige Bufferlösung [ph 7.00 | ph 4.01] ausgewählt die Glaselektrode eine Zeitlang darin gehalten. Ist der Wert konstant so wird mit [>] die Messung in das EEPROM geschrieben.</p>\r\n<p>mit dem [select] wird der automatische Modus gestartet: die Pumpe läuft und die geförderte Menge wird aufgezeichnet. Durch erneutes Drücken wird die Pumpe angehalten. Die geföderte Menge bleibt sichbar.</p>\r\n<p>Mit dem [Left] wir der aktuelle Zustand wieder in den Grundzustand überführt</p>\r\n<p><strong><img src=\"../../../../../media/ph2.jpg\" alt=\"\" width=\"480\" height=\"640\" /> </strong></p>\r\n<p><strong><img src=\"../../../../../media/essig_ph_100ml_50yl.jpg\" alt=\"\" width=\"1073\" height=\"410\" /><br /></strong></p>", "tutorial_published": "2020-04-13T21:05:59Z", "tutorial_series": 1, "tutorial_slug": "phmeter"}}, {"model": "main.tutorial", "pk": 36, "fields": {"tutorial_title": "ESP32_Messerver", "tutorial_content": "<p><strong>ESP32 Messerver</strong></p>\r\n<p>Der Messerver basiert auf einem HELTEC Wifi Kit 32. Es kann ein 100k NTC angesclossen werden und über den I2C Bus ist eine 16bit A/D wandler ADS1115(x48) angeschlossen. Ein SHT3 liegt an (x44). Die Datenübertragung erfolgt durch MQTT an 192.168.2.71:1883.</p>\r\n<p>Aboniert: /ESP32_LAB1/CMD/# hier kann die Messfrequenz in 10ms Schritten verändert werden [1-1000]x10</p>\r\n<p>Sendet unter /ESP32_LAB1/</p>\r\n<table style=\"border-collapse: collapse; width: 51.423%; height: 46px;\" border=\"1\">\r\n<tbody>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 10.4167%; height: 18px;\">Termistor</td>\r\n<td style=\"width: 46.2602%; height: 18px;\">NTC</td>\r\n</tr>\r\n<tr style=\"height: 18px;\">\r\n<td style=\"width: 10.4167%; height: 18px;\">A/D Wandler</td>\r\n<td style=\"width: 46.2602%; height: 18px;\">V0 V1 V2 V3</td>\r\n</tr>\r\n<tr style=\"height: 10px;\">\r\n<td style=\"width: 10.4167%; height: 10px;\">SHT3</td>\r\n<td style=\"width: 46.2602%; height: 10px;\">\r\n<p>T1 H1 P1</p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p>Software ESP32_ADS1115_mqtt.ino [ntc_support-h]</p>\r\n<p>Node Red:</p>\r\n<table style=\"border-collapse: collapse; width: 100%;\" 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"tutorial_published": "2020-04-23T16:57:24Z", "tutorial_series": 1, "tutorial_slug": "messerver"}}, {"model": "main.tutorial", "pk": 37, "fields": {"tutorial_title": "WTW LF537", "tutorial_content": "<p><strong>Konduktometer LF 537</strong></p>\r\n<p>Manual für das Gerät <a href=\"../../../../media/books/WTW_LF537.pdf\" target=\"_blank\" rel=\"noopener\">WTW_LF537.pdf</a></p>\r\n<p>Daten für die Messzelle <a href=\"../../../../media/books/WTW_LF_TetraCon96.pdf\" target=\"_blank\" rel=\"noopener\">WTW_LF_TetraCon96.pdf</a></p>", "tutorial_published": "2020-04-24T15:36:24Z", "tutorial_series": 1, "tutorial_slug": "wtwlf537"}}, {"model": "main.tutorial", "pk": 38, "fields": {"tutorial_title": "HPLC Anlage", "tutorial_content": "<h5>HPLC Grundlagen</h5>\r\n<p><a href=\"../../../../../media/books/HPLC_fuer_Neueinsteiger.pdf\" target=\"_blank\" rel=\"noopener\">HPLC_fuer_Neueinsteiger.pdf</a></p>\r\n<p><a href=\"../../../../../media/books/säulenRegeneration.pdf\" target=\"_blank\" rel=\"noopener\">SäulenRegeneration.pdf</a></p>\r\n<p><a href=\"../../../../../media/books/Skript_HPLC_Mobile_Phase_Optimization_Strategies_for_Reversed_Phase_PUUN1l2.pdf\">Skript_HPLC_Mobile_Phase_Optimization_Strategies_for_Reversed_Phase_PUUN1l2.pdf</a></p>\r\n<p><a href=\"../../../../../media/books/HPLC_PHWert_dKMmnEM.pdf\" target=\"_blank\" rel=\"noopener\">HPLC_PH.pdf</a></p>\r\n<p><a href=\"../../../../../media/books/Quantifizierung_Koffein_Ausbildungssystem.pdf\" target=\"_blank\" rel=\"noopener\">Quantifizierung_Koffein_Ausbildungssystem.pdf</a></p>\r\n<p>Flussrate</p>\r\n<p>In der Umkerphasen-Chromatographe gelten für ACN|Wasser folgende günstigen Flussraten</p>\r\n<p> </p>\r\n<table>\r\n<tbody>\r\n<tr>\r\n<th style=\"width: 167px;\">Innendurchmesser der Säule</th>\r\n<th style=\"width: 109px;\">Flussrate ml/min</th>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 167px;\">4,6 mm</td>\r\n<td style=\"width: 109px;\">1 - 2</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 167px;\">3 mm</td>\r\n<td style=\"width: 109px;\">0,5 - 1</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 167px;\">2 mm</td>\r\n<td style=\"width: 109px;\">0,3 - 0,5</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p> </p>\r\n<p>Die Konzentration der Probe sollte so gewählt werden, das die Extinktion des Peaks nicht höher als 1 [AU] ist.</p>\r\n<p> </p>\r\n<p>Beispiel: Probenvolumen 10 µm Koffein-Konzentration 0.1 - 1 mg/ml Wasser/Acetonitril 8:2; Detektor UV 272nm.</p>\r\n<p>1 mg/ml ( = 1g/L ) entspricht dann einer Substanzmenge von 10 µg in der Säule</p>\r\n<p> </p>\r\n<table>\r\n<tbody>\r\n<tr>\r\n<th>Konzentration</th>\r\n<th>Injektionsvolumen</th>\r\n<th>Substanzmenge</th>\r\n</tr>\r\n<tr>\r\n<td>1 mg/ml</td>\r\n<td>10 µl</td>\r\n<td>10 µg</td>\r\n</tr>\r\n<tr>\r\n<td>0.5 mg/ml</td>\r\n<td>20 µl</td>\r\n<td>10 µg</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p> </p>\r\n<h5>Überladung der Trennsäule</h5>\r\n<p>Die Säule kann nicht beliebig viel Substanzmenge trennen. Ist diese zu groß so kommt es zum Tailing und zur Veränderung der Retentionszeiten. Allgemein sollte die Probenmenge kleiner als 10 µg pro Gramm stationäre Phase sein. Die Säule enthält ca 1 g staionäre Phse (0.5 - 5 g).</p>\r\n<p>Zum Testen sollte man mit 1 µg beginnen.</p>\r\n<hr />\r\n<h5>Autosampler</h5>\r\n<ol>\r\n<li>Schraube fest?</li>\r\n<li>Luftdruck</li>\r\n<li>Programmierung Marathon ok?</li>\r\n<li>Pumpe vorlauf ca 10min</li>\r\n<li>Signal mAu konstant?</li>\r\n<li>Ein Vial mehr mit ACN oder Laufmittel</li>\r\n<li>Beim anlaufen der Anlage 1 Vial nur mit Laufmittel</li>\r\n</ol>\r\n<p>Programm starten</p>\r\n<p>open cebu</p>\r\n<p>unter |Save HPLC| mit 4table eine Liste der zu erwartenden Abläufe erstellen.</p>\r\n<p>Autosampler checken</p>\r\n<p>Marathon starten</p>\r\n<p> </p>\r\n<hr />\r\n<p><img src=\"../../../../../media/koffein_10_90.png\" alt=\"koffein_10_90\" width=\"609\" height=\"410\" /></p>\r\n<p>Nach vielem Mühsal die verschiedenen Komponenten zum Laufen zu bringen - ein Ergebnis 3 mal reproduziert.<br /> </p>\r\n<hr />\r\n<h5>Probleme</h5>\r\n<ul>\r\n<li>Drift beim Photometer: Dreck in den Tubings | UV-Detektor mit seperater Verbindung spülen. |</li>\r\n<li>Zu hoher Druck in der Anlage: Dreck in den Tubings. speziell Injectionsschleife</li>\r\n<li> </li>\r\n</ul>\r\n<hr />\r\n<h5><strong>Säule ZORBAX SB-C18 5my 0.5x150mm</strong></h5>\r\n<p>Dies ist eine Säule für die Capillare LC und benötigt eine spezielle Einstellungen z.b Injection Volume 0.25 myl, Detektorzelle 500nL etc. Näheres unter <a href=\"../../../../../media/books/caplcintro.pdf\" target=\"_blank\" rel=\"noopener\">caplcintro.pdf</a></p>\r\n<hr />\r\n<h5>Geräte</h5>\r\n<ul>\r\n<li>Pumpe <a href=\"../../../../../media/books/Bischoff-HPLC_CompactPump_Model2250.pdf\" target=\"_blank\" rel=\"noopener\">Bischoff-HPLC_CompactPump_Model2250.pdf</a></li>\r\n<li>Photometer <a href=\"../../../../../media/books/SpectrFlow_501.pdf\" target=\"_blank\" rel=\"noopener\">SpectraFlow_501.pdf</a> <a href=\"../../../../../media/books/Knauer-2600.pdf\" target=\"_blank\" rel=\"noopener\">Knauer-2600.pdf</a></li>\r\n<li>Autosampler <a href=\"../../../../../media/books/Marathron_Manual.pdf\" target=\"_blank\" rel=\"noopener\">Marathron_Manual.pdf</a> <a href=\"../../../../../media/books/Marathron_Kurz_Manual.pdf\" target=\"_blank\" rel=\"noopener\">Marathron_Kurz_Manual.pdf</a></li>\r\n<li>CeboStick <a href=\"0/media/books/ug111-cebo-programming-reference-1.pdf\" target=\"_blank\" rel=\"noopener\">cebo-programming-reference-1.pdf</a> <a href=\"../../../../../media/books/ug106-cebo-Stick.pdf\" target=\"_blank\" rel=\"noopener\">cebo-Stick.pdf</a></li>\r\n<li>ADS1115-UNO <a href=\"../../../../../ads1115\" target=\"_blank\" rel=\"noopener\">/ads1115</a></li>\r\n</ul>\r\n<hr />\r\n<h5>Test der Anlage</h5>\r\n<p><span style=\"font-size: 8pt;\">Lösungsmittel werden nun mit dem neuen Ultraschallgerät <em>proclean 3.0DSP </em>entgast. Die Drift ist weg obwohl die Küvette wohl einen zirkulare Riß aufweist.<br /></span></p>\r\n<p><span style=\"font-size: 8pt;\"><code><span style=\"font-size: 8pt;\">ZORBAX Bonus-RP 4.6x150mm 3.5 my | 40my 100my 4min</span></code></span></p>\r\n<p><span style=\"font-size: 8pt;\"><code><span style=\"font-size: 8pt;\">MeOH|H2O 40|60 0.8ml/min 273nm Koffein [1mg/ml] 20myl Theophyllin [1mg/ml] auf 1ml Flussmittel Au = 0.5 beim Gemisch Au = 1<br /></span></code></span></p>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\">\r\n<tbody>\r\n<tr>\r\n<td style=\"width: 33.2413%;\"><img src=\"../../../../../media/koffein_1.jpg\" alt=\"\" width=\"300\" height=\"194\" /></td>\r\n<td style=\"width: 33.4253%;\"><img src=\"../../../../../media/theophyllin_1.jpg\" alt=\"\" width=\"300\" height=\"191\" /></td>\r\n<td style=\"width: 33.3333%;\"><img src=\"../../../../../media/koffein_theophyllin_1.jpg\" alt=\"\" width=\"300\" height=\"191\" /></td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 33.2413%;\"><span style=\"font-size: 8pt;\"><code><span style=\"font-size: 8pt;\">40my 100my 8min</span></code></span></td>\r\n<td style=\"width: 33.4253%;\"><span style=\"font-size: 8pt;\"><code><span style=\"font-size: 8pt;\">MeOH|H2O 26|74 1ml/min</span></code></span></td>\r\n<td style=\"width: 33.3333%;\"><span style=\"font-size: 8pt;\"><code><span style=\"font-size: 8pt;\">Au = 0.5</span></code></span></td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 33.2413%;\"><img src=\"../../../../../media/koffein_2.jpg\" alt=\"\" width=\"300\" height=\"192\" /></td>\r\n<td style=\"width: 33.4253%;\"><img src=\"../../../../../media/theophyllin_2.jpg\" alt=\"\" width=\"300\" height=\"192\" /></td>\r\n<td style=\"width: 33.3333%;\">\r\n<p><img src=\"../../../../../media/koffein_theophyllin_2.jpg\" alt=\"\" width=\"300\" height=\"193\" /></p>\r\n<p> </p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p><span style=\"font-size: 8pt;\"><code></code></span></p>\r\n<p><code></code></p>\r\n<hr />\r\n<p>Regelmäßiger Test der Anlage</p>\r\n<ol>\r\n<li>3min Pumpe 1ml/min -> Druck etwa 21</li>\r\n<li>3min Detektor 273 nm Au 0.5</li>\r\n<li>Zero Detektor</li>\r\n<li>Start Autosampler | Vial 25 20yl Koffein auf 1ml Laufmittel | Vial 26 Laufmittel || 2 Injektionen [Fehler im Diagramm Blau auch Vial 25]</li>\r\n<li>Changes Laufzeit auf 6min</li>\r\n</ol>\r\n<p><img src=\"../../../../../media/Koffein_HPLC_Standart.jpg\" alt=\"Standart\" width=\"595\" height=\"394\" /></p>\r\n<hr />\r\n<p>Umbau der der Anlage auf Ads1115/UNO zur Datenaufzeichnung</p>\r\n<p><img src=\"../../../../../media/Koffein_Test_Ads.jpg\" alt=\"\" width=\"604\" height=\"398\" /></p>\r\n<p>Test HPLC plus Fluoreszenzdetektor Ads1115 +/- 2.048V</p>\r\n<p><img src=\"../../../../../media/Test_Koffein_B6.jpg\" alt=\"\" width=\"612\" height=\"409\" /></p>\r\n<p>Aktuell optimierte Version [Koffein 1mg/ml B6 1mg/ml Theophyllin 1mg/ml]</p>\r\n<p><img src=\"../../../../../media/HPLC_TEST_A.jpg\" alt=\"\" width=\"600\" height=\"400\" /></p>\r\n<p><img src=\"../../../../../media/HPLC_TEST_B.jpg\" alt=\"\" width=\"606\" height=\"396\" /></p>\r\n<p>UV-Dektor mit höherer Empfindlichkeit 0.05Au -> 1V</p>\r\n<p><img src=\"../../../../../media/Theo_005Au.jpg\" alt=\"\" width=\"606\" height=\"406\" /></p>", "tutorial_published": "2020-04-26T19:07:33Z", "tutorial_series": 1, "tutorial_slug": "hplcanalge"}}, {"model": "main.tutorial", "pk": 39, "fields": {"tutorial_title": "Injectomat", "tutorial_content": "<p>leider nicht mehr ganz funktionsfähig wegen des Akkusystems.</p>\r\n<p><a href=\"../../../../media/books/Anleitung_Injectomat_C-CP.pdf\" target=\"_blank\" rel=\"noopener\">Anleitung_Injectomat_C-CP.pdf</a></p>", "tutorial_published": "2020-04-26T19:51:05Z", "tutorial_series": 1, "tutorial_slug": "inject"}}, {"model": "main.tutorial", "pk": 40, "fields": {"tutorial_title": "Mettler AE 100", "tutorial_content": "<p><a href=\"../../../../media/books/Handbuch_Mettler_Toledo_AE100_Anleitung.pdf\" target=\"_blank\" rel=\"noopener\">Handbuch_Mettler_Toledo_AE100_Anleitung.pdf</a></p>", "tutorial_published": "2020-04-26T19:56:26Z", "tutorial_series": 1, "tutorial_slug": "mettler"}}, {"model": "main.tutorial", "pk": 41, "fields": {"tutorial_title": "Nanocolor UVvis", "tutorial_content": "<p><a href=\"../../../../media/books/Handbuch_VISUVVIS_de.pdf\">Handbuch_VISUVVIS_de.pdf</a></p>\r\n<p><a href=\"../../../../../media/books/Handbuch_UVVIS_PC-Software_de.pdf\" target=\"_blank\" rel=\"noopener\">Handbuch_UVVIS_PC-Software_de.pdf</a></p>\r\n<p> </p>\r\n<p><strong>Kinetik über PC</strong></p>\r\n<p><strong><img src=\"../../../../../media/Kinetik_NaNoCo.jpg\" alt=\"\" width=\"683\" height=\"625\" /></strong></p>", "tutorial_published": "2020-04-26T20:15:11Z", "tutorial_series": 1, "tutorial_slug": "nanocolor"}}, {"model": "main.tutorial", "pk": 42, "fields": {"tutorial_title": "Rotationsverdampfer", "tutorial_content": "<h5>Geräte</h5>\r\n<p>Steurung des Vakuum : <a href=\"../../../../media/books/Handbuch_Vacuubrand.pdf\" target=\"_blank\" rel=\"noopener\">Handbuch_Vacuubrand.pdf</a></p>", "tutorial_published": "2020-04-26T20:21:37Z", "tutorial_series": 1, "tutorial_slug": "1rotaverd"}}, {"model": "main.tutorial", "pk": 43, "fields": {"tutorial_title": "biofuge", "tutorial_content": "<h2>Biofuge pico</h2>\r\n<p><img src=\"../../../../media/biofuge-pico.jpg\" alt=\"\" width=\"284\" height=\"350\" /></p>\r\n<p><span style=\"font-size: 10pt;\">Zentrifuge von Hereaus <a href=\"../../../../media/books/biofuge-pico.pdf\" target=\"_blank\" rel=\"noopener\">/media/books/biofuge-pico.pdf</a></span></p>", "tutorial_published": "2020-05-19T18:11:39Z", "tutorial_series": 1, "tutorial_slug": "biofuge"}}, {"model": "main.tutorial", "pk": 44, "fields": {"tutorial_title": "Photobleaching", "tutorial_content": "<p><strong>Photobleaching</strong></p>\r\n<p><span style=\"font-size: 10pt;\">Experimente um Flureszenzspektrometer <a href=\"../../../../../floureszenz\" target=\"_blank\" rel=\"noopener\">http://192.168.2.72:8000/floureszenz</a><br /></span></p>\r\n<p><span style=\"font-size: 10pt;\">Literatur: <a href=\"media/books/Photobleaching_Fluoreszein.pdf\" target=\"_blank\" rel=\"noopener\">Photobleaching_Fluoreszein.pdf</a></span></p>\r\n<pre class=\"language-markup\"><code>Herstellung 10ymol Fluorescein (332.32 g/mol) -> 0,332mg auf 100ml PBS pH 7.4\r\n\r\nPHS 7.4 \r\n\r\nComponent\tAmount\tConcentration\r\nNa2HPO4-7H2O (mw: 268.07 g/mol)\t20.214 g\t0.0754 M\r\nNaH2PO4H2O (mw: 137.99 g/mol)\t3.394 g\t0.0246 M\r\n\r\n Prepare 800 mL of distilled water in a suitable container.\r\n Add 20.214 g of Na2HPO4-7H2O to the solution.\r\n Add 3.394 g of NaH2PO4H2O to the solution.\r\n Adjust solution to final desired pH using HCl or NaOH\r\n Add distilled water until volume is 1 L.\r\n\r\nfür 250ml aus vorhandenen Chemikalien:\r\n\r\nNa2HPO4-12 H2O (mw 358.12) 0.0754 M -> 27.002 g -> 6,75 g\r\nNaH2PO4-2 H2O (Mw 156.01) 0.0246 M -> 3.84 -> 0,96 g\r\n\r\nstarten mit 200ml\r\n</code></pre>\r\n<p> </p>\r\n<p> </p>", "tutorial_published": "2020-08-09T16:02:15Z", "tutorial_series": 12, "tutorial_slug": "photobleaching"}}, {"model": "main.tutorial", "pk": 45, "fields": {"tutorial_title": "ADS1115", "tutorial_content": "<p><strong>Analog Digitalwandler aus UNO und Ads1115</strong></p>\r\n<p>Der Ads1115 ist verfügt über 4 Ports und ist ein 16bit Analogdigitalwandler. Die Kommunikation erfolgt über den I2C-Bus. Es lassen sich 6 Messbereich von +/- 6.144V bis +/- 0.256V einstellen.</p>\r\n<p>Für die Messwertverarbeitung im Labor wurde der Ads auf einen Arduino-UNO gesetzt.</p>\r\n<p><img src=\"../../../../../media/ADS1115.jpg\" alt=\"\" width=\"500\" height=\"375\" /></p>\r\n<ul>\r\n<li>Autosampler: nach der Injektion schließt der AS für 1s ein Relais. Über Pin2 wird dies gezählt und als counter ausgegeben</li>\r\n<li>Fluoreszenzspektromer-Marker schließt zu Beginn des Sweep. Dies wird als 3.3V über A0 registriert</li>\r\n<li>Floureszenz und HPLC Ausgaben laufen über den Ads1115</li>\r\n</ul>\r\n<hr />\r\n<pre class=\"language-c\"><code>//#define DEBUG\r\n/*\r\n * <s> Buffer wird mit vier mal ADCread single gefüllt\r\n * <vx> Gain wird mit x gesetzt\r\n * \r\n */\r\n#include <Wire.h>\r\n#include <Adafruit_ADS1015.h>\r\n // Descomentar el que interese\r\n // ads.setGain(GAIN_TWOTHIRDS); +/- 6.144V 1 bit = 0.1875mV (default)\r\n // ads.setGain(GAIN_ONE); +/- 4.096V 1 bit = 0.125mV\r\n // ads.setGain(GAIN_TWO); +/- 2.048V 1 bit = 0.0625mV\r\n // ads.setGain(GAIN_FOUR); +/- 1.024V 1 bit = 0.03125mV\r\n // ads.setGain(GAIN_EIGHT); +/- 0.512V 1 bit = 0.015625mV\r\n // ads.setGain(GAIN_SIXTEEN); +/- 0.256V 1 bit = 0.0078125mV \r\n \r\nAdafruit_ADS1115 ads;\r\nfloat multiplier = 0.1875F;\r\nint aktgain = 0;\r\n\r\n\r\nunion dual{\r\n char charBuff[14];\r\n int intBuff[7];\r\n };\r\n\r\ndual myData;\r\n\r\nbyte RxCmd [4] = {0,0,0,0};\r\n\r\nconst int buttonPin = 2; // select the input pin for the potentiometer\r\nint ValueA0 = 0; // variable to store the value coming from the sensor\r\nint buttonState = 0; \r\nint count = 0;\r\nboolean now =false;\r\nunsigned long times=0;\r\n\r\nvoid setup(void) \r\n{\r\n pinMode(buttonPin, INPUT);\r\n Serial.begin(115200);\r\n while (!Serial) {\r\n ; // wait for serial port to connect. Needed for native USB port only\r\n }\r\n ads.begin();\r\n\r\n}\r\n\r\nvoid readCounter(){\r\nif (buttonState == HIGH) {\r\n if (now==false){\r\n if (times ==0){\r\n times = millis();\r\n count += +1;\r\n #ifdef DEBUG\r\n Serial.println(count);\r\n #endif\r\n } else {\r\n unsigned long delta;\r\n delta = millis() -times;\r\n if (delta >1000){\r\n count += +1;\r\n #ifdef DEBUG\r\n Serial.println(count);\r\n #endif \r\n }\r\n } \r\n now=true;\r\n }\r\n //digitalWrite(ledPin, LOW);\r\n } else {\r\n // turn LED off:\r\n now= false;\r\n times = 0; \r\n //digitalWrite(ledPin, HIGH);\r\n } \r\n}\r\n\r\nvoid readADCinBuffer(){ \r\n myData.intBuff[0] = ads.readADC_SingleEnded(0);\r\n myData.intBuff[1] = ads.readADC_SingleEnded(1);\r\n myData.intBuff[2] = ads.readADC_SingleEnded(2);\r\n myData.intBuff[3] = ads.readADC_SingleEnded(3);\r\n myData.intBuff[4] = count;\r\n myData.intBuff[5] = aktgain;\r\n myData.intBuff[6] = ValueA0;\r\n}\r\n\r\nvoid setgain(char i){\r\n switch (i){\r\n case '1' : ads.setGain(GAIN_ONE); \r\n multiplier = 0.125F;\r\n aktgain = 1;\r\n break;\r\n case '2' : ads.setGain(GAIN_TWO); \r\n multiplier = 0.0625F;\r\n aktgain = 2;\r\n break;\r\n case '3' : ads.setGain(GAIN_FOUR); \r\n multiplier = 0.03125F;\r\n aktgain = 3;\r\n break;\r\n case '4' : ads.setGain(GAIN_EIGHT); \r\n multiplier = 0.015625F;\r\n aktgain = 4;\r\n break;\r\n case '5' : ads.setGain(GAIN_SIXTEEN); \r\n multiplier = 0.0078125F;\r\n aktgain = 5;\r\n break;\r\n default :\r\n ads.setGain(GAIN_TWOTHIRDS);\r\n multiplier = 0.1875F;\r\n aktgain = 0;\r\n } \r\n #ifdef DEBUG\r\n Serial.print(\"multiplier \"); \r\n Serial.println( multiplier);\r\n #endif\r\n}\r\n\r\n#ifdef DEBUG\r\nvoid readADC(){\r\nint16_t adc0, adc1, adc2, adc3; \r\n adc0 = ads.readADC_SingleEnded(0);\r\n adc1 = ads.readADC_SingleEnded(1);\r\n adc2 = ads.readADC_SingleEnded(2);\r\n adc3 = ads.readADC_SingleEnded(3);\r\n Serial.print(\"AIN0: \"); Serial.println(adc0 * multiplier);\r\n Serial.print(\"AIN1: \"); Serial.println(adc1 * multiplier);\r\n Serial.print(\"AIN2: \"); Serial.println(adc2 * multiplier);\r\n Serial.print(\"AIN3: \"); Serial.println(adc3 * multiplier);\r\n Serial.println(multiplier);\r\n} \r\n#endif\r\n\r\n\r\nvoid loop(void) \r\n{\r\n #ifdef DEBUG\r\n readADC();\r\n #endif\r\n for (int i = 0 ; i < 4 ; i++) {\r\n RxCmd[i] = 0;\r\n }\r\n char inc;\r\n readADCinBuffer();\r\n buttonState = digitalRead(buttonPin);\r\n ValueA0 = analogRead(A0);\r\n readCounter();\r\n if (Serial.available() > 0) {\r\n delay(2);\r\n RxCmd[0] = Serial.read(); \r\n if (RxCmd[0] == '<') {\r\n int i =1;\r\n while(Serial.available()) {\r\n delay(1);\r\n RxCmd[i] = Serial.read();\r\n //if (RxCmd[i]>127 || i>7) break; //Communication error\r\n if (RxCmd[i]== '>') {\r\n break; //Read all data \r\n }\r\n i++;\r\n \r\n }\r\n }\r\n }\r\n if ( RxCmd[1] == 's' ){\r\n Serial.write(myData.charBuff,14);\r\n }\r\n if (RxCmd[1] == 'v'){\r\n setgain((int)RxCmd[2]);\r\n //Serial.println( aktgain );\r\n }\r\n}</code></pre>", "tutorial_published": "2020-09-14T12:00:35Z", "tutorial_series": 1, "tutorial_slug": "ads1115"}}, {"model": "chemie.keller", "pk": 347, "fields": {"name": "Ascorbinsaeure", "menge": 100.0, "einheit": "g", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 348, "fields": {"name": "Dichlormethan", "menge": 750.0, "einheit": "ml", "kiste": 10, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 349, "fields": {"name": "Kaliumhydroxid", "menge": 1000.0, "einheit": "g", "kiste": 5, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 350, "fields": {"name": "Natriumthiosulfat", "menge": 1000.0, "einheit": "g", "kiste": 5, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 351, "fields": {"name": "Natriumdisulfit", "menge": 1000.0, "einheit": "g", "kiste": 9, "nr": 4, "info": "Natriumdisulfit, (Na2S2O5) auch Natriumpyrosulfit oder Natriummetabisulfit genannt, ist ein Natriumsalz der in freier Form nicht stabilen Dischwefligen S\u00e4ure.\r\n\r\nNatriumdisulfit kann namentlich leicht mit Natriumbisulfit verwechselt werden, einem \u00e4lteren aber noch gebr\u00e4uchlichen Namen f\u00fcr Natriumhydrogensulfit."}}, {"model": "chemie.keller", "pk": 352, "fields": {"name": "Natriumpersulfat", "menge": 600.0, "einheit": "g", "kiste": 9, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 353, "fields": {"name": "Natriumhydrogensulfat", "menge": 250.0, "einheit": "g", "kiste": 12, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 354, "fields": {"name": "2-Naphthol", "menge": 2.5, "einheit": "g", "kiste": 1, "nr": 21, "info": ""}}, {"model": "chemie.keller", "pk": 355, "fields": {"name": "2-Phenylphenol Natriumsalz Tetrahydrat", "menge": 100.0, "einheit": "g", "kiste": 2, "nr": 2, "info": "The primary use of 2-phenylphenol is as an agricultural fungicide. It is generally applied post-harvest. It is a fungicide used for waxing citrus fruits. It is no longer a permitted food additive in the European Union, but is still allowed as a post harvest treatment in 4 EU countries."}}, {"model": "chemie.keller", "pk": 356, "fields": {"name": "3-Nitobenzaldehyd", "menge": 20.0, "einheit": "g", "kiste": 6, "nr": 7, "info": "Die Nitrobenzaldehyde sind leicht gelbe kristalline Feststoffe, die zum Teil bittermandelartig riechen. Der 4-Nitrobenzaldehyd, der die h\u00f6chste Symmetrie aufweist, besitzt den h\u00f6chsten Schmelzpunkt.\r\n\r\nIm basischen Medium disproportionieren in einer Cannizzaro-Reaktion die Nitrobenzaldehyde zu Nitrobenzoes\u00e4uren und Nitrobenzylalkoholen."}}, {"model": "chemie.keller", "pk": 358, "fields": {"name": "3,5-Dinitrobenzoylchlorid", "menge": 20.0, "einheit": "g", "kiste": 6, "nr": 8, "info": "Das 3,5-Dinitrobenzoylchlorid findet vor allem Verwendung in der Analyse organischer Substanzen durch Derivatisierung. Es wird den F\u00e4llen eingesetzt, wenn ein fraglicher Stoff empfindlicher ist und eine direkte Veresterung mit 3,5-Dinitrobenzoes\u00e4ure in Gegenwart von Schwefels\u00e4ure nicht m\u00f6glich ist. In der Regel erfolgt die Umsetzung in Pyridin, um das freiwerdende HCl sofort zu binden.[6] Auf diese Weise sind z. B. auch Derivate der Aminos\u00e4uren zug\u00e4nglich.[7][4]"}}, {"model": "chemie.keller", "pk": 359, "fields": {"name": "4-Aminophenol", "menge": 9.0, "einheit": "g", "kiste": 1, "nr": 8, "info": ""}}, {"model": "chemie.keller", "pk": 361, "fields": {"name": "Aceton", "menge": 100.0, "einheit": "ml", "kiste": 5, "nr": 3, "info": "metall Flasche"}}, {"model": "chemie.keller", "pk": 362, "fields": {"name": "Acetonitril", "menge": 2000.0, "einheit": "ml", "kiste": 9, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 363, "fields": {"name": "Agarose Standard", "menge": 100.0, "einheit": "g", "kiste": 3, "nr": 19, "info": ""}}, {"model": "chemie.keller", "pk": 364, "fields": {"name": "Aktivkohle", "menge": 100.0, "einheit": "g", "kiste": 6, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 365, "fields": {"name": "Aktivkohle granulat", "menge": 500.0, "einheit": "g", "kiste": 13, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 366, "fields": {"name": "Aktivkohle fein", "menge": 1000.0, "einheit": "g", "kiste": 8, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 367, "fields": {"name": "Alizarin-3-methylamin-N,N-diessigsaeure", "menge": 5.0, "einheit": "g", "kiste": 3, "nr": 5, "info": "Ein quanitativer Nachweis f\u00fcr Fluorid w\u00e4re:\r\n- spektralphotometrische Bestimmung mit Alizarin-3-methylamin-N,N-diessigs\u00e4ure-Dihydrat"}}, {"model": "chemie.keller", "pk": 368, "fields": {"name": "Ameisensaeure", "menge": 80.0, "einheit": "g", "kiste": 1, "nr": 9, "info": ""}}, {"model": "chemie.keller", "pk": 369, "fields": {"name": "Ammoniak 10 %", "menge": 1000.0, "einheit": "ml", "kiste": 4, "nr": 9, "info": ""}}, {"model": "chemie.keller", "pk": 370, "fields": {"name": "Ammoniumcarbonat", "menge": 20.0, "einheit": "g", "kiste": 6, "nr": 9, "info": ""}}, {"model": "chemie.keller", "pk": 371, "fields": {"name": "Ammoniumchlorid", "menge": 250.0, "einheit": "g", "kiste": 2, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 372, "fields": {"name": "Ammoniumheptamolybdat", "menge": 25.0, "einheit": "g", "kiste": 1, "nr": 12, "info": ""}}, {"model": "chemie.keller", "pk": 373, "fields": {"name": "Ammoniumhydrogencarbonat", "menge": 80.0, "einheit": "g", "kiste": 2, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 374, "fields": {"name": "Ammoniumthiocyanat", "menge": 250.0, "einheit": "g", "kiste": 5, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 375, "fields": {"name": "Anthracen", "menge": 3.0, "einheit": "g", "kiste": 1, "nr": 20, "info": ""}}, {"model": "chemie.keller", "pk": 376, "fields": {"name": "Benzin", "menge": 300.0, "einheit": "ml", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 377, "fields": {"name": "Benzoesaeure", "menge": 100.0, "einheit": "g", "kiste": 2, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 378, "fields": {"name": "Benzol", "menge": 20.0, "einheit": "ml", "kiste": 1, "nr": 5, "info": "-"}}, {"model": "chemie.keller", "pk": 379, "fields": {"name": "Benzol", "menge": 5.0, "einheit": "ml", "kiste": 1, "nr": 6, "info": "-"}}, {"model": "chemie.keller", "pk": 380, "fields": {"name": "Blei", "menge": 500.0, "einheit": "g", "kiste": 8, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 381, "fields": {"name": "Bromcresolgruen", "menge": 1.0, "einheit": "g", "kiste": 3, "nr": 7, "info": "Das Sulton hat ein Anregungsmaximum bei 423 nm in Methanol und das in Wasser gel\u00f6ste Natriumsalz bei 617 nm.\r\n\r\nBromkresolgr\u00fcn schl\u00e4gt im pH-Bereich 3,8\u20135,4 von gelb \u00fcber gr\u00fcn nach tiefblau um.[2] Der pKs-Wert liegt bei 4,90.[5] In der Literatur wird der pKs-Wert auch bei 4,6 angegeben.[6]\r\n\r\nBei der S\u00e4ure-Base-Titration wird es als Indikator im sauren Bereich verwendet. Au\u00dferdem zeigt es beim Ammoniumnachweis nach Kjeldahl und bei der Bestimmung der Carbonath\u00e4rte durch Titration mit Salzs\u00e4ure den Umschlagpunkt an. Es ist als F\u00e4rbemittel f\u00fcr Kosmetika zugelassen und wird auch als Farbstoffmarker bei der Agarose-Gelelektrophorese von DNA verwendet.\r\n\r\n1958 fand Bromkresolgr\u00fcn erste Anwendung bei Untersuchungen der Permeabilit\u00e4t der Hirn-Blut-Schranke. Auch findet es als selektiver Inhibitor des Anionentransporters in der Niere Verwendung.\r\n\r\nEs wird zudem als Spr\u00fchreagenz zur Detektion bei der D\u00fcnnschichtchromatographie von organischen S\u00e4uren verwendet.[7]"}}, {"model": "chemie.keller", "pk": 382, "fields": {"name": "Buttersaeureethylester", "menge": 40.0, "einheit": "ml", "kiste": 1, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 383, "fields": {"name": "Butylmethylester MTBE", "menge": 500.0, "einheit": "ml", "kiste": 13, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 384, "fields": {"name": "Calciumcarbonat", "menge": 1000.0, "einheit": "g", "kiste": 13, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 385, "fields": {"name": "Calciumchlorid ", "menge": 250.0, "einheit": "g", "kiste": 4, "nr": 12, "info": ""}}, {"model": "chemie.keller", "pk": 386, "fields": {"name": "Calciumchlorid zum Trocknen", "menge": 1350.0, "einheit": "g", "kiste": 13, "nr": 8, "info": ""}}, {"model": "chemie.keller", "pk": 387, "fields": {"name": "Calciumhydroxid", "menge": 2500.0, "einheit": "g", "kiste": 11, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 388, "fields": {"name": "Calciumhydroxid", "menge": 50.0, "einheit": "g", "kiste": 2, "nr": 9, "info": ""}}, {"model": "chemie.keller", "pk": 389, "fields": {"name": "Chloroform", "menge": 250.0, "einheit": "ml", "kiste": 6, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 390, "fields": {"name": "Chromoxidgruen", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 15, "info": ""}}, {"model": "chemie.keller", "pk": 391, "fields": {"name": "Coffein", "menge": 25.0, "einheit": "g", "kiste": 1, "nr": 17, "info": ""}}, {"model": "chemie.keller", "pk": 392, "fields": {"name": "Di-Natriumhydrogenphosphat Dodekahydrat", "menge": 100.0, "einheit": "g", "kiste": 2, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 393, "fields": {"name": "Diethylenglcol", "menge": 400.0, "einheit": "ml", "kiste": 10, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 394, "fields": {"name": "Dimethylsulfoxid", "menge": 500.0, "einheit": "ml", "kiste": 10, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 395, "fields": {"name": "Dithizon", "menge": 5.0, "einheit": "g", "kiste": 3, "nr": 4, "info": "Dithizon bildet mit vielen Schwermetallionen stabile Komplexe, die in Wasser unl\u00f6slich sind, sich aber in Tetrachlorkohlenstoff l\u00f6sen. Die L\u00f6sungen dieser Dithizonate besitzen eine charakteristische F\u00e4rbung:\r\nMetallion X \tFarbe \tStrukturformel\r\nFe, Mn, Cu, Co, Ni \tviolett \tStrukturformel des Metalldithizonats\r\nBi, Sn, Cd, Zn, Pb \trot\r\nAg, Hg \tgelb\r\n\r\nSie lassen sich auf Grund dieser F\u00e4rbung und der festen St\u00f6chiometrie auf colorimetrischen oder fotometrischen Wege qualitativ und quantitativ bestimmen."}}, {"model": "chemie.keller", "pk": 396, "fields": {"name": "EDTA-Na2 2H20", "menge": 1000.0, "einheit": "g", "kiste": 4, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 397, "fields": {"name": "Eisen-2-sulfat Heptahydrat", "menge": 1000.0, "einheit": "g", "kiste": 8, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 398, "fields": {"name": "Eisen-2-sulfat Heptahydrat", "menge": 100.0, "einheit": "g", "kiste": 2, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 399, "fields": {"name": "Eisen(III)chlorid Hexahydrat", "menge": 250.0, "einheit": "g", "kiste": 2, "nr": 10, "info": ""}}, {"model": "chemie.keller", "pk": 400, "fields": {"name": "Eosin", "menge": 3.0, "einheit": "g", "kiste": 6, "nr": 16, "info": ""}}, {"model": "chemie.keller", "pk": 401, "fields": {"name": "Eriochromschwarz T", "menge": 40.0, "einheit": "g", "kiste": 3, "nr": 1, "info": "ein Azofarbstoff, der als Indikator in der Komplexometrie und bei der Wasserh\u00e4rtebestimmung eingesetzt wird. Die intensive Farbe wird durch die Azogruppe bedingt und die Wasserl\u00f6slichkeit durch die Sulfons\u00e4uregruppe."}}, {"model": "chemie.keller", "pk": 402, "fields": {"name": "Essigsaeure > 80 %", "menge": 50.0, "einheit": "ml", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 403, "fields": {"name": "Essigsaeure > 99,8", "menge": 250.0, "einheit": "ml", "kiste": 4, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 405, "fields": {"name": "Ethylacetat", "menge": 300.0, "einheit": "ml", "kiste": 4, "nr": 1, "info": "Essigs\u00e4ureethylester ist ein vielseitig einsetzbares L\u00f6semittel. Essigs\u00e4ureethylester wird als Extraktionsmittel benutzt, z. B. zur Entkoffeinierung von Kaffeebohnen oder zur Gewinnung von nat\u00fcrlichen Aromastoffen f\u00fcr die Aromatisierung von Limonaden, Bonbons und Arzneimitteln. In Rum und einigen anderen Spirituosen ist es von Natur aus in geringen Mengen vorhanden. Auch im Wein kommt es in geringen Mengen vor, besonders wenn die Trauben durch Hagel oder F\u00e4ulnis gesch\u00e4digt wurden; es verursacht dann einen L\u00f6sungsmittelton im Wein."}}, {"model": "chemie.keller", "pk": 406, "fields": {"name": "Ethylmethylketon", "menge": 350.0, "einheit": "ml", "kiste": 10, "nr": 3, "info": "3 Flaschen"}}, {"model": "chemie.keller", "pk": 407, "fields": {"name": "Fehling 1", "menge": 100.0, "einheit": "ml", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 408, "fields": {"name": "Fluoreszein", "menge": 3.0, "einheit": "g", "kiste": 3, "nr": 8, "info": "Fluorescein wird in der analytischen Chemie als Indikator verwendet. Dar\u00fcber hinaus dient es zum Nachweis von Bromiden, zur Quellenf\u00e4rbung und zur F\u00e4rbung von Seifen und Badeextrakten/-salzen. Weiterhin ist Fluorescein ein Fluoreszenzfarbstoff, der bei Anregung mit blauem Licht (Absorptionsmaximum bei einer Wellenl\u00e4nge von 496 nm, z. B. durch einen Argon-Ionen-Laser) gr\u00fcnes Licht (Wellenl\u00e4nge ca. 520 bis 530 nm) abgibt. Verwandte Reaktivfarbstoffe wie z. B. Fluoresceinisothiocyanat (FITC) k\u00f6nnen mit verschiedenen Antik\u00f6rpern (Immunglobulinen) gekoppelt werden und so f\u00fcr die Fluoreszenzmikroskopie oder Durchflusszytometrie eingesetzt werden. Damit k\u00f6nnen in Fl\u00fcssigkeiten, Zellen oder Geweben dann spezifische Oberfl\u00e4cheneigenschaften (Antigene), z. B. auch von Krankheitserregern, nachgewiesen werden. Man bezeichnet diese Arbeitstechnik als direkte Immunfluoreszenz. Weiterhin wird Fluorescein als F\u00e4rbemittel in der Augenheilkunde bei der Fluoresceinangiographie und der Applanationstonometrie verwendet.[3]\r\n\r\nFluorescein hat eine hohe Quantenausbeute von bis zu 93 %, seine N\u00fctzlichkeit zur Fluoreszenzmarkierung wird aber durch eine Reihe von Nachteilen eingeschr\u00e4nkt: Die Intensit\u00e4t der Fluoreszenz h\u00e4ngt vom pH-Wert ab und f\u00e4llt stark unterhalb von pH 7 (pKs \u2248 6,4). Unter Beleuchtung geht au\u00dferdem die Fluoreszenz schnell zur\u00fcck (starkes Photobleichen). Das Fluoreszenzmaximum ist nicht sehr scharf, die dazugeh\u00f6rige Absorptionsbande recht breit."}}, {"model": "chemie.keller", "pk": 409, "fields": {"name": "Gallussaeure", "menge": 9.0, "einheit": "g", "kiste": 6, "nr": 6, "info": "Beim Erhitzen von Galluss\u00e4ure entsteht unter Kohlendioxid-Abspaltung (Decarboxylierung) das Pyrogallol (1,2,3-Trihydroxybenzol)."}}, {"model": "chemie.keller", "pk": 410, "fields": {"name": "gamma Amino Buttersaeure", "menge": 200.0, "einheit": "g", "kiste": 3, "nr": 10, "info": ""}}, {"model": "chemie.keller", "pk": 411, "fields": {"name": "Gelantine", "menge": 10.0, "einheit": "g", "kiste": 12, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 413, "fields": {"name": "Glyzerin", "menge": 30.0, "einheit": "ml", "kiste": 12, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 414, "fields": {"name": "Harnstoff", "menge": 1000.0, "einheit": "g", "kiste": 8, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 415, "fields": {"name": "Hydrochinon", "menge": 5.0, "einheit": "g", "kiste": 1, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 416, "fields": {"name": "Iod", "menge": 80.0, "einheit": "g", "kiste": 6, "nr": 17, "info": ""}}, {"model": "chemie.keller", "pk": 417, "fields": {"name": "Isopropanol", "menge": 700.0, "einheit": "ml", "kiste": 13, "nr": 11, "info": ""}}, {"model": "chemie.keller", "pk": 418, "fields": {"name": "Kaliumalaun", "menge": 90.0, "einheit": "g", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 419, "fields": {"name": "Kaliumcarbonat", "menge": 1000.0, "einheit": "g", "kiste": 8, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 421, "fields": {"name": "Kaliumchlorid", "menge": 200.0, "einheit": "g", "kiste": 1, "nr": 10, "info": ""}}, {"model": "chemie.keller", "pk": 422, "fields": {"name": "Kaliumhydrogentartrat", "menge": 100.0, "einheit": "g", "kiste": 6, "nr": 20, "info": ""}}, {"model": "chemie.keller", "pk": 423, "fields": {"name": "Kaliumjodid", "menge": 5.0, "einheit": "g", "kiste": 1, "nr": 11, "info": "reste"}}, {"model": "chemie.keller", "pk": 424, "fields": {"name": "Kaliumnatriumtartrat-Tetrahydrat", "menge": 250.0, "einheit": "g", "kiste": 1, "nr": 16, "info": ""}}, {"model": "chemie.keller", "pk": 425, "fields": {"name": "Kaliumrhodanid", "menge": 40.0, "einheit": "g", "kiste": 1, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 426, "fields": {"name": "klare Bruehe", "menge": 200.0, "einheit": "g", "kiste": 4, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 427, "fields": {"name": "Kristallviolett", "menge": 10.0, "einheit": "g", "kiste": 3, "nr": 3, "info": "Kristallviolett findet Verwendung als Farbstoff in Farbb\u00e4ndern, als Kristallviolettlacton in Durchschreibpapieren[5] oder in Kopierstiften und vor allem in der mikroskopischen F\u00e4rbetechnik als Hauptbestandteil der Gram-F\u00e4rbung, mit deren Hilfe sich Bakterien in zwei Klassen einteilen lassen. Weiterhin wird es beim Plaque-Assay eingesetzt und gelegentlich auch im Probenpuffer f\u00fcr eine Agarose-Gelelektrophorese von DNA, wenn eine Gelextraktion folgt.\r\n\r\nKristallviolett wird als pH-Indikator bei der wasserfreien Gehaltsbestimmung von schwachen Basen eingesetzt. S\u00e4uert man eine L\u00f6sung von Kristallviolett leicht an, erfolgt ein Farbumschlag von Violett nach Gr\u00fcn, weil das Auxochrom des dritten Kernes seine elektronenliefernde F\u00e4higkeit und damit seine Farbrelevanz durch Addition eines Protons verliert. Ein st\u00e4rkeres Ans\u00e4uern f\u00fchrt zu einer gelben Verbindung, bei der ein weiteres Auxochrom durch Protonierung deaktiviert wird.\r\n\r\nMedizinisch wurde Kristallviolett lange Zeit, bis zur Entdeckung anderer wirksamer Antimykotika, zur Behandlung von Hautpilzerkrankungen (Mykosen), insbesondere Fu\u00dfpilzen, sowie von Mundsoor verwendet. Dazu wird es als Pyoktaninl\u00f6sung (0,5\u20132 %) aufgepinselt. In der westlichen Welt wird es heute wegen der Einf\u00e4rbung der Haut fast nur noch in der Naturheilkunde verwendet. In der p\u00e4diatrischen Dermatologie findet es noch Anwendung bei Herden des atopischen Ekzems, wenn dieses durch grampositive Bakterien oder Dermatophyten ausgel\u00f6st wird. Nach Empfehlungen der WHO war Kristallviolett bis ins Jahr 2011 als essenzielles Medikament einzustufen.[6]\r\n\r\nIntraven\u00f6s wird es eingesetzt zur Therapie von sekund\u00e4ren Lungenmykosen. Die fungistatische Wirkung von Kristallviolett ist, je nach Mykosenart, um den Faktor 10 bis 100 st\u00e4rker als die des stark verbreiteten Clotrimazol. \u00dcbertroffen wird es von Amphotericin B, das jedoch im Vergleich stark toxisch ist. Daher wird Kristallviolett h\u00e4ufig bei immungeschw\u00e4chten Patienten eingesetzt.\r\n\r\nKristallviolett darf nicht ins Auge gelangen, da es dort schwere Sch\u00e4den verursachen kann. Ferner ist bei \u00e4u\u00dferlicher Anwendung eine \u00dcberdosierung zu vermeiden, da Kristallviolett, ebenso wie die verwandten und \u00e4hnlich verwendeten Triphenylmethanfarbstoffe Malachitgr\u00fcn und Brillantgr\u00fcn, zelltoxisch auf die Haut wirkt."}}, {"model": "chemie.keller", "pk": 428, "fields": {"name": "Kuper- + Zinkacetat", "menge": 5.0, "einheit": "g", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 429, "fields": {"name": "Kupfersulfat", "menge": 1000.0, "einheit": "g", "kiste": 4, "nr": 11, "info": ""}}, {"model": "chemie.keller", "pk": 430, "fields": {"name": "Kupfersulfat wasserfrei", "menge": 200.0, "einheit": "g", "kiste": 4, "nr": 18, "info": ""}}, {"model": "chemie.keller", "pk": 431, "fields": {"name": "L-Argininmonohydrochlorid", "menge": 0.1, "einheit": "g", "kiste": 6, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 432, "fields": {"name": "L-Asparaginsaeure", "menge": 0.1, "einheit": "g", "kiste": 6, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 433, "fields": {"name": "L-Histidinmonohydrochlorid", "menge": 0.1, "einheit": "g", "kiste": 6, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 434, "fields": {"name": "L-Lysinmonohydrochlorid", "menge": 0.1, "einheit": "g", "kiste": 6, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 435, "fields": {"name": "l-Tyrosin", "menge": 0.1, "einheit": "g", "kiste": 6, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 436, "fields": {"name": "Lanthannitrat", "menge": 5.0, "einheit": "g", "kiste": 1, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 437, "fields": {"name": "Luminol", "menge": 5.0, "einheit": "g", "kiste": 3, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 438, "fields": {"name": "Magnesiumsulfat", "menge": 1000.0, "einheit": "g", "kiste": 5, "nr": 9, "info": ""}}, {"model": "chemie.keller", "pk": 439, "fields": {"name": "Mangan(IV)oxid", "menge": 100.0, "einheit": "g", "kiste": 3, "nr": 9, "info": ""}}, {"model": "chemie.keller", "pk": 440, "fields": {"name": "Natriumchlorid", "menge": 250.0, "einheit": "g", "kiste": 1, "nr": 12, "info": "ok"}}, {"model": "chemie.keller", "pk": 441, "fields": {"name": "Methylenblau", "menge": 10.0, "einheit": "g", "kiste": 12, "nr": 8, "info": ""}}, {"model": "chemie.keller", "pk": 442, "fields": {"name": "Molekularsieb 4A", "menge": 250.0, "einheit": "g", "kiste": 4, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 443, "fields": {"name": "n-Heptan", "menge": 500.0, "einheit": "ml", "kiste": 9, "nr": 8, "info": ""}}, {"model": "chemie.keller", "pk": 444, "fields": {"name": "Naphtalin", "menge": 100.0, "einheit": "g", "kiste": 1, "nr": 18, "info": ""}}, {"model": "chemie.keller", "pk": 445, "fields": {"name": "Natriumacetat", "menge": 20.0, "einheit": "g", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 446, "fields": {"name": "Natriumbenzoat", "menge": 500.0, "einheit": "g", "kiste": 11, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 447, "fields": {"name": "Natriumbismutat", "menge": 40.0, "einheit": "g", "kiste": 1, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 448, "fields": {"name": "Natriumbromid", "menge": 250.0, "einheit": "g", "kiste": 12, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 449, "fields": {"name": "Natriumdihydrogenphosphat Dihydrat", "menge": 100.0, "einheit": "g", "kiste": 2, "nr": 5, "info": ""}}, {"model": "chemie.keller", "pk": 450, "fields": {"name": "Natriumdithionit", "menge": 1000.0, "einheit": "g", "kiste": 13, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 451, "fields": {"name": "Natriumhydroxid", "menge": 500.0, "einheit": "g", "kiste": 9, "nr": 3, "info": "-"}}, {"model": "chemie.keller", "pk": 452, "fields": {"name": "Natriumhydroxid", "menge": 400.0, "einheit": "g", "kiste": 9, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 453, "fields": {"name": "Natriumnitrat", "menge": 100.0, "einheit": "g", "kiste": 4, "nr": 10, "info": ""}}, {"model": "chemie.keller", "pk": 454, "fields": {"name": "Natriumnitrit", "menge": 80.0, "einheit": "g", "kiste": 1, "nr": 15, "info": ""}}, {"model": "chemie.keller", "pk": 455, "fields": {"name": "Natriumsulfit wasserfrei", "menge": 1000.0, "einheit": "g", "kiste": 4, "nr": 8, "info": ""}}, {"model": "chemie.keller", "pk": 456, "fields": {"name": "Natriumthiosulfatlsg 0.1N Standart", "menge": 1000.0, "einheit": "ml", "kiste": 4, "nr": 5, "info": ""}}, {"model": "chemie.keller", "pk": 457, "fields": {"name": "Natriumthiosulfatlsg 2m", "menge": 500.0, "einheit": "ml", "kiste": 8, "nr": 3, "info": ""}}, {"model": "chemie.keller", "pk": 458, "fields": {"name": "Natronlauge 1 molar", "menge": 80.0, "einheit": "ml", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 459, "fields": {"name": "Natronlauge 10 %", "menge": 20.0, "einheit": "ml", "kiste": 0, "nr": 0, "info": ""}}, {"model": "chemie.keller", "pk": 460, "fields": {"name": "Nickelblech", "menge": 12.0, "einheit": "g", "kiste": 3, "nr": 21, "info": ""}}, {"model": "chemie.keller", "pk": 461, "fields": {"name": "Ninhydrin", "menge": 10.0, "einheit": "g", "kiste": 6, "nr": 14, "info": ""}}, {"model": "chemie.keller", "pk": 462, "fields": {"name": "Oxalsaeure", "menge": 50.0, "einheit": "g", "kiste": 6, "nr": 12, "info": ""}}, {"model": "chemie.keller", "pk": 463, "fields": {"name": "Oxidbraun", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 14, "info": "Eisenoxidbraun bezeichnet meist kein definiertes Pigment, sondern eine Mischung aus Eisenoxidgelb, -rot und -schwarz.[2]"}}, {"model": "chemie.keller", "pk": 464, "fields": {"name": "Oxidgelb", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 18, "info": ""}}, {"model": "chemie.keller", "pk": 465, "fields": {"name": "Oxidgruen", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 11, "info": ""}}, {"model": "chemie.keller", "pk": 466, "fields": {"name": "Oxidrot", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 12, "info": ""}}, {"model": "chemie.keller", "pk": 467, "fields": {"name": "Oxidrot mittel", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 13, "info": ""}}, {"model": "chemie.keller", "pk": 468, "fields": {"name": "Oxidschwarz", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 16, "info": ""}}, {"model": "chemie.keller", "pk": 469, "fields": {"name": "Petrolether 80-100", "menge": 100.0, "einheit": "ml", "kiste": 6, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 470, "fields": {"name": "Phosphor rot", "menge": 50.0, "einheit": "g", "kiste": 6, "nr": 13, "info": ""}}, {"model": "chemie.keller", "pk": 471, "fields": {"name": "Phosphorsaeure 85%", "menge": 250.0, "einheit": "ml", "kiste": 4, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 472, "fields": {"name": "Phthalsaeure", "menge": 250.0, "einheit": "g", "kiste": 12, "nr": 5, "info": ""}}, {"model": "chemie.keller", "pk": 473, "fields": {"name": "Pthalsaeureanhydrid", "menge": 500.0, "einheit": "g", "kiste": 10, "nr": 9, "info": ""}}, {"model": "chemie.keller", "pk": 474, "fields": {"name": "Resorcin", "menge": 40.0, "einheit": "g", "kiste": 6, "nr": 18, "info": ""}}, {"model": "chemie.keller", "pk": 475, "fields": {"name": "Rhodamin B", "menge": 10.0, "einheit": "g", "kiste": 6, "nr": 5, "info": "Das Absorptionsmaximum von Rhodamin B liegt zwischen 542 und 554 nm.[2] Das Lumineszenzspektrum einer L\u00f6sung h\u00e4ngt von Faktoren, wie dem L\u00f6sungsmittel, dem pH-Wert und insbesondere der Temperatur[8] ab. Die Lumineszenz einer neutralen, w\u00e4ssrigen L\u00f6sung hat sein Maximum bei etwa 600 nm."}}, {"model": "chemie.keller", "pk": 476, "fields": {"name": "rotes Blutlaugensalz", "menge": 250.0, "einheit": "g", "kiste": 4, "nr": 17, "info": ""}}, {"model": "chemie.keller", "pk": 477, "fields": {"name": "Salizylsaeure", "menge": 200.0, "einheit": "g", "kiste": 5, "nr": 5, "info": ""}}, {"model": "chemie.keller", "pk": 478, "fields": {"name": "Salpetersaeure 65 %", "menge": 800.0, "einheit": "ml", "kiste": 7, "nr": 3, "info": "-"}}, {"model": "chemie.keller", "pk": 479, "fields": {"name": "Salzsaeure 30-35%", "menge": 5000.0, "einheit": "ml", "kiste": 7, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 480, "fields": {"name": "Schwefel", "menge": 1000.0, "einheit": "g", "kiste": 8, "nr": 5, "info": ""}}, {"model": "chemie.keller", "pk": 481, "fields": {"name": "Schwefelsaeure 96%", "menge": 800.0, "einheit": "ml", "kiste": 7, "nr": 2, "info": "\u00e4lter"}}, {"model": "chemie.keller", "pk": 482, "fields": {"name": "ShellSol D 70", "menge": 600.0, "einheit": "ml", "kiste": 11, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 483, "fields": {"name": "Silbertritrat", "menge": 5.0, "einheit": "g", "kiste": 12, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 484, "fields": {"name": "Silicagel 60", "menge": 1000.0, "einheit": "g", "kiste": 5, "nr": 12, "info": "for column chromatographie"}}, {"model": "chemie.keller", "pk": 485, "fields": {"name": "Soda entwaessert", "menge": 500.0, "einheit": "g", "kiste": 10, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 486, "fields": {"name": "Sudan III", "menge": 3.0, "einheit": "g", "kiste": 6, "nr": 15, "info": ""}}, {"model": "chemie.keller", "pk": 487, "fields": {"name": "Sulfanilsaeure", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 2, "info": "Sulfanils\u00e4ure wird zur Herstellung von Lunges Reagenz f\u00fcr den Nitrit- bzw. Nitratnachweis ben\u00f6tigt."}}, {"model": "chemie.keller", "pk": 488, "fields": {"name": "tert-Butanol", "menge": 250.0, "einheit": "ml", "kiste": 12, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 489, "fields": {"name": "Theophyllin", "menge": 5.0, "einheit": "g", "kiste": 1, "nr": 14, "info": ""}}, {"model": "chemie.keller", "pk": 490, "fields": {"name": "Thioharnstoff", "menge": 20.0, "einheit": "g", "kiste": 2, "nr": 11, "info": ""}}, {"model": "chemie.keller", "pk": 491, "fields": {"name": "Titangelb", "menge": 2.0, "einheit": "g", "kiste": 6, "nr": 19, "info": ""}}, {"model": "chemie.keller", "pk": 492, "fields": {"name": "Titanweiss", "menge": 30.0, "einheit": "g", "kiste": 3, "nr": 17, "info": ""}}, {"model": "chemie.keller", "pk": 493, "fields": {"name": "Toluol", "menge": 500.0, "einheit": "ml", "kiste": 5, "nr": 7, "info": ""}}, {"model": "chemie.keller", "pk": 494, "fields": {"name": "Trichloressigsaeure", "menge": 30.0, "einheit": "g", "kiste": 6, "nr": 11, "info": ""}}, {"model": "chemie.keller", "pk": 495, "fields": {"name": "Trichlorisocyanursaeure", "menge": 1000.0, "einheit": "g", "kiste": 11, "nr": 5, "info": ""}}, {"model": "chemie.keller", "pk": 496, "fields": {"name": "Triethanolamin", "menge": 100.0, "einheit": "ml", "kiste": 2, "nr": 8, "info": ""}}, {"model": "chemie.keller", "pk": 497, "fields": {"name": "Trypton Pepton", "menge": 250.0, "einheit": "g", "kiste": 4, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 498, "fields": {"name": "Vanadiumpentoxid", "menge": 10.0, "einheit": "g", "kiste": 1, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 499, "fields": {"name": "Vanillin", "menge": 40.0, "einheit": "g", "kiste": 6, "nr": 10, "info": "Vanillin (4-Hydroxy-3-methoxybenzaldehyd, FEMA 3107) ist der Hauptaromastoff in den Kapselfr\u00fcchten der Gew\u00fcrzvanille (Vanilla planifolia) sowie ein naturidentischer Aromastoff. Die organische chemische Verbindung mit der Summenformel C8H8O3 ist ein Derivat des Benzaldehyds mit je einer zus\u00e4tzlichen Hydroxy- und Methoxygruppe."}}, {"model": "chemie.keller", "pk": 501, "fields": {"name": "Wasserstoffsuperoxid ca 30 %", "menge": 250.0, "einheit": "ml", "kiste": 4, "nr": 15, "info": ""}}, {"model": "chemie.keller", "pk": 502, "fields": {"name": "Weinsaeure", "menge": 100.0, "einheit": "g", "kiste": 6, "nr": 20, "info": ""}}, {"model": "chemie.keller", "pk": 503, "fields": {"name": "Zink", "menge": 1000.0, "einheit": "g", "kiste": 4, "nr": 13, "info": ""}}, {"model": "chemie.keller", "pk": 504, "fields": {"name": "Zinngranalien", "menge": 25.0, "einheit": "g", "kiste": 1, "nr": 1, "info": ""}}, {"model": "chemie.keller", "pk": 505, "fields": {"name": "Paraffin", "menge": 300.0, "einheit": "ml", "kiste": 10, "nr": 2, "info": ""}}, {"model": "chemie.keller", "pk": 506, "fields": {"name": "Methanol", "menge": 300.0, "einheit": "ml", "kiste": 10, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 507, "fields": {"name": "Natriumhydrogencarbonat", "menge": 250.0, "einheit": "g", "kiste": 10, "nr": 8, "info": ""}}, {"model": "chemie.keller", "pk": 508, "fields": {"name": "Citronensaeure", "menge": 250.0, "einheit": "g", "kiste": 13, "nr": 4, "info": ""}}, {"model": "chemie.keller", "pk": 509, "fields": {"name": "Magnesium ", "menge": 500.0, "einheit": "g", "kiste": 13, "nr": 5, "info": ""}}, {"model": "chemie.keller", "pk": 510, "fields": {"name": "Natriumhypochlorid 6%", "menge": 200.0, "einheit": "ml", "kiste": 13, "nr": 6, "info": ""}}, {"model": "chemie.keller", "pk": 511, "fields": {"name": "Magnesiumchlorid Hexahydrat", "menge": 250.0, "einheit": "g", "kiste": 3, "nr": 22, "info": "In der Lebensmitteltechnik wird Magnesiumchlorid als S\u00e4ureregulator, Festigungsmittel, Geschmacksverst\u00e4rker, Tr\u00e4gerstoff oder Trennmittel eingesetzt. Es ist in der EU als Lebensmittelzusatzstoff der Nummer E 511 ohne eine H\u00f6chstmengenbeschr\u00e4nkung (quantum satis) f\u00fcr alle f\u00fcr Zusatzstoffe zugelassenen Lebensmittel sowie auch f\u00fcr \u00d6ko-Lebensmittel zugelassen. Es ist der Hauptbestandteil des Gerinnungsmittels Nigari und dient so der Herstellung von Tofu. Es wird weiterhin als Streusalzerg\u00e4nzung verwendet.\r\n\r\nDes Weiteren wird Magnesiumchlorid zur Anhebung der Magnesiumkonzentration in Riffaquarien verwendet.\r\n\r\nEs wird auch zur Staubbindung (Explosionsschutz) im Steinkohlebergbau verwendet.\r\n\r\nZur Bindung von Stra\u00dfenstaub wurde es versuchsweise in einer Antistaubit genannten Lauge verwendet.\r\n\r\nAls Magnesium Oil, eine ges\u00e4ttigte Magnesiumchlorid-Wasser\u2013L\u00f6sung mit \u00f6liger Konsistenz, wird es in konzentrierter Form in der Alternativmedizin zur transdermalen Magnesiumsubstitution (Aufnahme \u00fcber die Haut) verwendet. Hierf\u00fcr fehlen wissenschaftliche Belege.\r\n\r\nMagnesiumchlorid-Hexahydrat kann als thermische Batterie W\u00e4rmeenergie speichern und wieder abgeben.[5]"}}, {"model": "chemie.keller", "pk": 512, "fields": {"name": "Vitamin B6", "menge": 25.0, "einheit": "mg", "kiste": 12, "nr": 10, "info": "9 Ampullen an 2ml 25mg/ml bis bis 7/2022"}}, {"model": "chemie.keller", "pk": 513, "fields": {"name": "Kaliumpermanganatl\u00f6sung 1%", "menge": 100.0, "einheit": "g", "kiste": 12, "nr": 14, "info": "bios 1.1.2018 verwendbar"}}, {"model": "chemie.keller", "pk": 514, "fields": {"name": "Basic Fuchsin", "menge": 5.0, "einheit": "g", "kiste": 12, "nr": 15, "info": "Fuchsin ist ein rotblauer Triphenylmethanfarbstoff, der in Alkohol (Ethanol) gel\u00f6st in der Mikroskopie und Histologie zum F\u00e4rben verwendet wird."}}, {"model": "chemie.keller", "pk": 515, "fields": {"name": "Pyrogallol", "menge": 15.0, "einheit": "g", "kiste": 12, "nr": 17, "info": "Pyrogallol besteht im Reinzustand aus wei\u00dfen Kristallnadeln, die sich aber an der Luft schnell grau-br\u00e4unlich f\u00e4rben.[1] Es ist ein starkes Reduktionsmittel und absorbiert begierig in alkalischer L\u00f6sung Sauerstoff aus der Luft; es komplexiert Metallionen (z. B. Fe3+ unter Blauf\u00e4rbung). Bei l\u00e4ngerem Stehen an der Luft (besonders in alkalischer L\u00f6sung) geht Pyrogallol durch Oxidation in Kohlenstoffdioxid, Essigs\u00e4ure, Purpurogallin (Trihydroxybenztropolon) und weitere Zersetzungsprodukte \u00fcber; die L\u00f6sung f\u00e4rbt sich dann dunkelbraun. Die w\u00e4ssrigen L\u00f6sungen reagieren aufgrund dieser Zersetzung allm\u00e4hlich saurer, daher stammt auch die Bezeichnung Pyrogalluss\u00e4ure, was jedoch f\u00fcr die Reinsubstanz kein zutreffender Name ist.\r\n\r\nChemilumineszenz mit H2O2 / Formaldehyd Singulett Sauerstoff\r\n\r\nSauerstoffabsorption / Bestimmung"}}, {"model": "chemie.keller", "pk": 516, "fields": {"name": "Hefeextrakt", "menge": 150.0, "einheit": "g", "kiste": 12, "nr": 13, "info": "89% Hefeextrakt Salz W\u00fcrzmittel"}}, {"model": "chemie.keller", "pk": 517, "fields": {"name": "Lactose", "menge": 200.0, "einheit": "g", "kiste": 12, "nr": 12, "info": "Lactose schon \u00e4lter"}}, {"model": "chemie.keller", "pk": 518, "fields": {"name": "Kalibrierl\u00f6sung Eisen 1g/L", "menge": 100.0, "einheit": "ml", "kiste": 12, "nr": 16, "info": "Kalibriel\u00f6sung 2 TRopfen auf 10ml ergeben 10mg Eisen/L"}}, {"model": "chemie.keller", "pk": 519, "fields": {"name": "gelbes Blutlaugensalz", "menge": 200.0, "einheit": "g", "kiste": 4, "nr": 14, "info": "aliumhexacyanoferrat(II) Trihydrat ist als gelbes Blutlaugensalz bekannt. Es bildet im Vergleich zum roten Blutlaugensalz gelbe Kristalle nach dem tetragonalen System. Sie sind in Wasser und in Aceton gut l\u00f6slich. Die Wasserl\u00f6slichkeit nimmt beim Erw\u00e4rmen stark zu. Beim Erhitzen \u00fcber 60 \u00b0C gibt das Salz sein Kristallwasser ab und geht in ein wei\u00dfes Pulver \u00fcber. Beim st\u00e4rkerem Erhitzen zerf\u00e4llt das Pulver, wobei das stark toxische Kaliumcyanid gebildet werden kann. Genaugenommen handelt es sich beim Gelben Blutlaugensalz um einen Hexacyanidoferrat(II)-Komplex."}}, {"model": "chemie.keller", "pk": 520, "fields": {"name": "Schwefel", "menge": 200.0, "einheit": "g", "kiste": 4, "nr": 16, "info": "Schwefel (von althochdeutsch sw\u00ebbal; lateinisch sulpur und gr\u00e4zisiert sulphur bzw. sulfur, wie sw\u00ebbal vermutlich von einer indogermanischen Wurzel suel- mit der Bedeutung \u201alangsam verbrennen\u2018, woraus im Germanischen auch deutsch \u201eschwelen\u201c entstand;[11] die zur Benennung schwefelhaltiger Verbindungen verwendete Silbe \u201e-thio-\u201c stammt vom griechischen Wort \u03b8\u03b5\u1fd6\u03bf\u03bd the\u0129on \u201eSchwefel\u201c) ist ein chemisches Element mit dem Elementsymbol S und der Ordnungszahl 16. Er z\u00e4hlt zu den Chalkogenen, der sechsten Hauptgruppe des Periodensystems. In der H\u00e4ufigkeit der in der Lithosph\u00e4re vorkommenden Elemente steht er an 16. Stelle. Schwefel ist ein gelber, nichtmetallischer Feststoff, der eine Vielzahl allotroper Modifikationen bildet. In der Natur kommt er sowohl gediegen als auch in Form seiner anorganischen Verbindungen vor, in diesen vor allem als Sulfid oder Sulfat.\r\n\r\nBestimmte Aminos\u00e4uren und Coenzyme enthalten Schwefel; in Organismen spielt er eine Rolle bei der anaeroben Energiegewinnung von Mikroorganismen. Den gr\u00f6\u00dften Teil des elementar gewonnenen Schwefels verwendet die chemische Industrie zur Herstellung von Schwefels\u00e4ure, einer der technisch wichtigsten und meistproduzierten Grundchemikalien. Als Komponente des sauren Regens besitzen Schwefeloxide erhebliche Umweltrelevanz."}}, {"model": "chemie.keller", "pk": 521, "fields": {"name": "4-Iodophenol", "menge": 100.0, "einheit": "g", "kiste": 5, "nr": 11, "info": "muss gereinigt werden"}}, {"model": "chemie.keller", "pk": 522, "fields": {"name": "glyfos", "menge": 900.0, "einheit": "ml", "kiste": 5, "nr": 13, "info": "30,9% Glyphosat |"}}, {"model": "chemie.keller", "pk": 523, "fields": {"name": "Natriumsulfat wasserfrei", "menge": 1000.0, "einheit": "g", "kiste": 9, "nr": 5, "info": "S3"}}, {"model": "chemie.keller", "pk": 524, "fields": {"name": "Kaliumbromid", "menge": 1000.0, "einheit": "g", "kiste": 9, "nr": 6, "info": "S3"}}, {"model": "chemie.keller", "pk": 525, "fields": {"name": "Kaffees\u00e4ure", "menge": 5.0, "einheit": "g", "kiste": 9, "nr": 7, "info": "S3"}}, {"model": "chemie.keller", "pk": 526, "fields": {"name": "Aluminiumchlord wasserfrei", "menge": 100.0, "einheit": "g", "kiste": 9, "nr": 9, "info": "S3"}}, {"model": "chemie.keller", "pk": 527, "fields": {"name": "alte Medikamente", "menge": 1.0, "einheit": "g", "kiste": 11, "nr": 1, "info": "Adrenalin Prdenisolon Bromdiazepam Metalle-Praxis"}}, {"model": "chemie.keller", "pk": 528, "fields": {"name": "Ethanol 99 %", "menge": 2500.0, "einheit": "ml", "kiste": 14, "nr": 1, "info": "S3 1% MEK"}}, {"model": "chemie.keller", "pk": 529, "fields": {"name": "TAE Puffer 50X", "menge": 800.0, "einheit": "ml", "kiste": 14, "nr": 6, "info": "Roth"}}, {"model": "chemie.keller", "pk": 530, "fields": {"name": "Natriumlaurylsulaft SDS", "menge": 250.0, "einheit": "g", "kiste": 14, "nr": 7, "info": "Roth"}}, {"model": "chemie.keller", "pk": 531, "fields": {"name": "Natriumbenzoat", "menge": 1000.0, "einheit": "g", "kiste": 14, "nr": 4, "info": "S3"}}, {"model": "chemie.keller", "pk": 532, "fields": {"name": "Bromphenolblau", "menge": 5.0, "einheit": "g", "kiste": 14, "nr": 3, "info": "S3"}}, {"model": "chemie.keller", "pk": 533, "fields": {"name": "Ferroinl\u00f6sung DAB7", "menge": 50.0, "einheit": "ml", "kiste": 14, "nr": 5, "info": "Die Substanz wird als Reagenz zur Herstellung der Ferroin-L\u00f6sung (= rot gef\u00e4rbter FeII-Komplex des Phenanthrolins, ein Redoxindikator f\u00fcr die Oxidimetrie) z.B. in der Cerimetrie oder Manganometrie eingesetzt. In der Analytik zur Identifizierung und zur kolorimetrischen Bestimmung von zweiwertigem Eisen. Ferner basiert eine Identit\u00e4tsreaktion f\u00fcr Vitamin E-acetat (a-Tocopherol-acetat) auf der Verwendung von o-Phenanthrolin als Redoxindikator:\r\n\r\nNachweisreaktion f\u00fcr Vitamin-E-acetat nach DAB 7\r\n\r\n0,10 ml Vitamin-E-acetat werden in 2,0 ml Ethanol 96%ig gel\u00f6st und vorsichtig 0,10 ml konzentrierte Schwefels\u00e4ure hinzugef\u00fcgt. Das Gemisch wird 5 min lang im Wasserbad erhitzt. Man l\u00e4\u00dft abk\u00fchlen und setzt 3,0 ml Ethanol 96%ig zu. Danach werden 0,20 ml einer o-Phenanthrolinhydrochlorid-L\u00f6sung (Konzentration: 10 g/L in Ethanol 96%ig, entsprechend R 372 DAB 7) und nach dem Durchsch\u00fctteln 0,30 ml Eisen(III)-chlorid-L\u00f6sung (2,50 g/L in Ethanol 90%ig) zugegeben. Es entsteht eine orangerote F\u00e4rbung, die sich allm\u00e4hlich vertieft.\r\n\r\nBei dieser Reaktion wird das gebildete freie a-Tocopherol zum p-Tocopherylchinon oxidiert. Dreiwertiges Eisen (Fe3+) wird dabei zu zweiwertigem (Fe2+) reduziert. Das zweiwertige Eisen wird durch Bildung des hellrot gef\u00e4rbten Tri-1,10-Phenanthrolin- eisen(II)-komplexes (Ferroin) nachgewiesen. \u00dcber die Struktur dieses Komplexes siehe bei Ferroin.\r\n\r\n1,10-Phenanthrolin bildet auch mit manchen Schwermetall-Ionen Komplexe, welche jedoch unl\u00f6slich sind. Diese Reaktion l\u00e4\u00dft sich zu deren quantitativer Bestimmung benutzen.\r\n\r\nEin interessantes Demonstrationsexperiment ist die oszillierende chemische Reaktion nach BELOUSOV und ZABOTINSKY, welche sich den Farbwechsel der Phenanthrolin-Eisen-Komplexe (Ferroin hellrot - reduzierte Form/Ferriin hellblau - oxidierte Form) zunutze macht. Die genaue Versuchsbeschreibung findet man im Netz unter Experiment des Monats Mai 1998 und in Lit.[Field, Krei\u00dfl, Wagner]."}}, {"model": "chemie.keller", "pk": 534, "fields": {"name": "Tris", "menge": 100.0, "einheit": "g", "kiste": 14, "nr": 8, "info": "Trisma base"}}, {"model": "chemie.keller", "pk": 535, "fields": {"name": "Brillant Blue R 250", "menge": 10.0, "einheit": "g", "kiste": 14, "nr": 9, "info": "Roth"}}, {"model": "chemie.keller", "pk": 536, "fields": {"name": "Aceton", "menge": 5000.0, "einheit": "ml", "kiste": 0, "nr": 0, "info": "frei im Kriechkeller"}}, {"model": "chemie.keller", "pk": 537, "fields": {"name": "Natriumhypochlorid 14%", "menge": 1000.0, "einheit": "ml", "kiste": 0, "nr": 0, "info": "frei im Kriechkeller"}}, {"model": "chemie.keller", "pk": 538, "fields": {"name": "4-Nitrophthals\u00e4ure", "menge": 28.0, "einheit": "g", "kiste": 15, "nr": 1, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 539, "fields": {"name": "3-Nitrophthals\u00e4ue", "menge": 1.6, "einheit": "g", "kiste": 15, "nr": 2, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 540, "fields": {"name": "St\u00e4rke", "menge": 12.0, "einheit": "g", "kiste": 15, "nr": 3, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 541, "fields": {"name": "Natriumsalizylat", "menge": 10.0, "einheit": "g", "kiste": 15, "nr": 4, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 542, "fields": {"name": "Eisensulfid", "menge": 50.0, "einheit": "g", "kiste": 15, "nr": 5, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 543, "fields": {"name": "Kaliumalaun", "menge": 19.0, "einheit": "g", "kiste": 15, "nr": 6, "info": "?"}}, {"model": "chemie.keller", "pk": 544, "fields": {"name": "Kaliumchlorid", "menge": 30.0, "einheit": "g", "kiste": 15, "nr": 7, "info": "roh"}}, {"model": "chemie.keller", "pk": 545, "fields": {"name": "Phtalimid", "menge": 32.0, "einheit": "g", "kiste": 15, "nr": 8, "info": "selfmade (NH3)"}}, {"model": "chemie.keller", "pk": 546, "fields": {"name": "Hydrazinsulfat", "menge": 13.0, "einheit": "g", "kiste": 15, "nr": 9, "info": "15.7.2013"}}, {"model": "chemie.keller", "pk": 547, "fields": {"name": "Kaliumperchlorat", "menge": 4.4, "einheit": "g", "kiste": 15, "nr": 10, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 548, "fields": {"name": "Antimon", "menge": 100.0, "einheit": "g", "kiste": 15, "nr": 11, "info": "?"}}, {"model": "chemie.keller", "pk": 549, "fields": {"name": "Kaliumperjodat", "menge": 1.7, "einheit": "g", "kiste": 15, "nr": 12, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 550, "fields": {"name": "Kaliumchlorat", "menge": 10.0, "einheit": "g", "kiste": 15, "nr": 13, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 551, "fields": {"name": "Phtalimid", "menge": 11.0, "einheit": "g", "kiste": 15, "nr": 14, "info": "selfmade Harnstoff"}}, {"model": "chemie.keller", "pk": 552, "fields": {"name": "Natriumperiodat", "menge": 11.0, "einheit": "g", "kiste": 15, "nr": 15, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 553, "fields": {"name": "Kaliumiodat", "menge": 1.0, "einheit": "g", "kiste": 15, "nr": 16, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 554, "fields": {"name": "Mohrsches Salz", "menge": 24.0, "einheit": "g", "kiste": 15, "nr": 17, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 555, "fields": {"name": "Kaliumdichromat", "menge": 8.6, "einheit": "g", "kiste": 15, "nr": 18, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 556, "fields": {"name": "Kaliumnitrat", "menge": 4.0, "einheit": "g", "kiste": 15, "nr": 19, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 557, "fields": {"name": "Kaliumchlorat", "menge": 12.0, "einheit": "g", "kiste": 15, "nr": 20, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 558, "fields": {"name": "alfa-Naphthylamin", "menge": 4.0, "einheit": "g", "kiste": 15, "nr": 21, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 559, "fields": {"name": "Natriumacetat", "menge": 22.0, "einheit": "g", "kiste": 15, "nr": 22, "info": "wasserfrei ?"}}, {"model": "chemie.keller", "pk": 560, "fields": {"name": "Calciumoxid", "menge": 14.0, "einheit": "g", "kiste": 15, "nr": 23, "info": "evtl Hydroxid"}}, {"model": "chemie.keller", "pk": 561, "fields": {"name": "Kuperacetat & Zinkacetat", "menge": 15.0, "einheit": "g", "kiste": 15, "nr": 24, "info": "lustige Kristalle"}}, {"model": "chemie.keller", "pk": 562, "fields": {"name": "Kupfer galvanisch", "menge": 5.0, "einheit": "g", "kiste": 15, "nr": 25, "info": "aus der Praxis"}}, {"model": "chemie.keller", "pk": 563, "fields": {"name": "Zinnfolie", "menge": 1.3, "einheit": "g", "kiste": 15, "nr": 26, "info": "aus der Praxis"}}, {"model": "chemie.keller", "pk": 564, "fields": {"name": "Kupfersulfat", "menge": 11.0, "einheit": "g", "kiste": 15, "nr": 27, "info": "sch\u00f6ne Kristalle"}}, {"model": "chemie.keller", "pk": 565, "fields": {"name": "Kupfer feilung", "menge": 3.0, "einheit": "g", "kiste": 15, "nr": 28, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 566, "fields": {"name": "Messing feilung", "menge": 3.7, "einheit": "g", "kiste": 15, "nr": 29, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 567, "fields": {"name": "Natriumsulfid", "menge": 5.0, "einheit": "g", "kiste": 15, "nr": 30, "info": "Ns2S"}}, {"model": "chemie.keller", "pk": 568, "fields": {"name": "Nickelnitrat", "menge": 1.0, "einheit": "g", "kiste": 15, "nr": 31, "info": "selfmade"}}, {"model": "chemie.keller", "pk": 569, "fields": {"name": "Ascorbins\u00e4ure", "menge": 100.0, "einheit": "g", "kiste": 15, "nr": 32, "info": "Pulver"}}, {"model": "chemie.keller", "pk": 570, "fields": {"name": "TCPO", "menge": 4.0, "einheit": "g", "kiste": 15, "nr": 0, "info": "2g + 1g+ 1g"}}, {"model": "chemie.keller", "pk": 571, "fields": {"name": "Luminol", "menge": 2.0, "einheit": "g", "kiste": 15, "nr": 0, "info": "2* 1g"}}, {"model": "chemie.keller", "pk": 572, "fields": {"name": "D-Luciferin", "menge": 50.0, "einheit": 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Eucerinum cum aqua wasserhaltig)."}}, {"model": "chemie.keller", "pk": 577, "fields": {"name": "Sheabutter", "menge": 100.0, "einheit": "g", "kiste": 16, "nr": 4, "info": "Sheabutter ist in reinem Zustand bis zu vier Jahre haltbar, auch in tropischer Hitze. Das Besondere an der Sheabutter ist der hohe Anteil an unverseifbaren Bestandteilen (etwa 75 % Triterpene, daneben \u00d6ls\u00e4ure, Triterpenalkohole, Vitamin E, Beta-Karotin und Allantoin),[14] der Anteil liegt zwischen 8 und 11 % \u2013 im Vergleich zu Avocado\u00f6l 6 %, Sesam\u00f6l 1,5 %, Oliven\u00f6l 1,2 %. Sheabutter enth\u00e4lt haupts\u00e4chlich Triglyceride langkettiger, unges\u00e4ttigter Fetts\u00e4uren. 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