Vapor Duct Seçimi ile Doğru Rotary Evaporatör Uygulamaları

Vapor Duct Seçimi ile Doğru Rotary Evaporatör Uygulamaları

<p style="text-align:justify">Vapor Duct ( Buhar Kanalı ) k&uuml;&ccedil;&uuml;k bir par&ccedil;a olabilir ancak rotary evaporator proseslerinizdeki &ouml;nemi hafife alınmamalıdır. Bu yazımızda &uuml;&ccedil; durum hakkında bilgi ve uygulamanız i&ccedil;in en uygun Vapor Duct&rsquo; ı nasıl bulacağınızı a&ccedil;ıklayacağım.</p> <p>Uygulamanıza uygun olmayan Vapor Duct kullanmanız durumunda, <strong>optimum rotary evaporator performansına ulaşmanız zor olabilir.</strong></p> <p>Vapor Duct hakkında b&uuml;t&uuml;n bir yazıyı ele almak kulağa biraz şaşırtıcı geliyor olabilir. Neden olmasın ?</p> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="background-color:white"><span style="color:#303133"><img id="Resim_x0020_2" 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style="height:225pt; width:242.25pt" /> </span></span></span></span></span></p> <p style="text-align:justify">&nbsp;</p> <p style="text-align:justify"><span style="font-size:18px"><strong>Kilit Noktalar</strong></span></p> <ul> <li>Analitik bir &ccedil;alışma yaptığınızda en optimum sonu&ccedil;ları elde elmek i&ccedil;in vapor duct kullanımı &ccedil;ok &ouml;nemlidir.</li> <li>Vapor Duct ile prosesleriniz daha kolay ve g&uuml;venilir olacak.</li> </ul> <p>Vapor Duct&rsquo; ın asıl amacı numunenizin balon ile birlikte d&ouml;n&uuml;ş ekseni kazanmasına ve buharın numuneden iyi bir şekilde &ccedil;ekilmesi i&ccedil;in vakum ile sıkı bir ortaklık yapar ve ona olanak tanır. Bu sebepler ile Vapor Duct, prosesinizin aslında merkezinde yer alır.</p> <p style="text-align:justify"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><img alt="vapor duct, analytical vapor duct, rotary evaporation, laboratory evaporation" id="Resim_x0020_1" 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" style="height:116.25pt; width:453.75pt" /> </span></span></p> <p style="text-align:justify"><span style="font-size:18px"><strong>Doğru Vapor Duct Kullanımına Genel Bakış</strong></span></p> <p>Şimdi sizlere birka&ccedil; genel <strong>rotary evaporator</strong> uygulamasından bahsedeceğim. Bununla birlikte sizler de uygulamalarınızda doğru Vapor Duct kullanıp kullanmadığınıza karar verebilirsiniz.</p> <ol> <li><span style="font-size:18px"><strong>Analitik Uygulamalar</strong></span></li> </ol> <p><strong>Analitik &ccedil;alışmalar &uuml;zerine &ccedil;alışıyorsanız rotary evaporator sisteminizin analitik bir Vapor Duct kullanması en optimal sonu&ccedil;lara sizleri g&ouml;t&uuml;r&uuml;r.</strong> Analitik Vapor Duct&rsquo; lar, standart olanlardan biraz daha uzundur. Conta &uuml;zerinde solvent olsa dahi Vapor Duct&rsquo; ın uzun olması buharlaştırma balonuna herhangi bir solventin akmasının &ouml;n&uuml;ne ge&ccedil;er. Bu da sizlere b&uuml;y&uuml;k bir avantaj sağlar.</p> <ol start="2"> <li><span style="font-size:18px"><strong>Katı Numuneler</strong></span></li> </ol> <p>Toz gibi katı numuneler ile &ccedil;alışıyorsanız, kullanmanız gereken Fritli Vapor Duct olmalıdır. Bunlar standart olanlara &ccedil;ok benzemektedir ancak birbiriyle karıştırılmamalıdır. Vapor Duct&rsquo; ın ağız kısımlarının birinde <strong>fritli malzeme kullanılması sebebiyle tozların buharlaştırma balonundan &ccedil;ıkmasını ve kondansere direkt olarak ulaşmasını engeller.</strong></p> <ol start="3"> <li><span style="font-size:18px"><strong>Y&uuml;ksek Sıcaklık Uygulamaları</strong></span></li> </ol> <p>Bit&uuml;men gibi &ccedil;ok y&uuml;ksek sıcaklıklar gerektiren &ccedil;alışmalar yapıyorsanız, plastik bir koruyucudan faydalanmalısınız. Bu gibi uygulamalarda kullanılması gereken Vapor Duct , normal bir Vapor Duct ile aynı uzunluk ve &ccedil;aptadır. Ancak ortasında sarılmış bir plastik par&ccedil;ası aralarındaki farkı oluşturur. <strong>Bu plastik malzeme, siz kullanıcıları y&uuml;ksek sıcaklıktan koruyarak, Vapor Duct&rsquo; ı kolaylıkla motordan &ccedil;ıkarmanızı sağlar.</strong> Yani aslında burada kullanıcı yararına y&ouml;nelik bir uygulamadan bahsedebiliriz.</p> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="background-color:white"><span style="color:#303133"><img id="Resim_x0020_4" 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" style="height:336pt; width:237pt" /> </span></span></span></span></span></p> <p style="text-align:justify"><span style="font-size:18px"><strong>Vapor Duct &Uuml;r&uuml;n Videosu</strong></span></p> <p>Eğer b&uuml;t&uuml;n bu bahsettiğimiz Vapor Duct&rsquo; ların nasıl g&ouml;r&uuml;nd&uuml;ğ&uuml;n&uuml; g&ouml;rmek isterseniz aşağıdaki linkten &ccedil;ok kısa videomuzu izleyebilirsiniz.</p> <p><a href="https://www.youtube.com/watch?v=RU8L5hO2Mtw"><span style="color:#3498db">https://www.youtube.com/watch?v=RU8L5hO2Mtw</span></a></p> <p>Sadece hangi &ccedil;eşit <strong>Vapor Duct</strong> kullanmanız gerektiği haricinde buharlaştırma balonu ve Vapor Duct s&ouml;k&uuml;p &ndash; takılması hakkında bilgi sahibi olmanızı tavsiye ediyoruz. Yukarıda verdiğimiz linke tıklayıp videomuzu izlediyseniz eğer Vapor Duct hakkında &ouml;nemli derecede fikir sahibi olmuşsunuz demektir. <strong>Sizin i&ccedil;in bir &ouml;rnek vermek istiyoruz, mesela Combi Clip gibi bir mekanizma, balonu yerinde tutmanın yanı sıra gerektiğinde balonu s&ouml;k&uuml;p &ndash; takmanıza olanak sağlar. </strong>Aynı zamanda, bu mekanizma, Vapor Duct&rsquo; ın s&ouml;k&uuml;l&uuml;p &ndash; takılması i&ccedil;in de kullanılmaktadır. Bahsettiğimiz bu &ouml;zellikler sizlerin proseslerinizi daha kolay ve g&uuml;venilir hale getirmekle birlikte sistemlerinizde bulunan cam malzemeleri doğru kullanarak, daha uzun &ouml;m&uuml;rl&uuml; olması sağlar.</p> <p>Bu konu hakkında detaylı konuşmamız &uuml;zerine sizin b&uuml;y&uuml;k resme odaklanmanızda yardımcı olabilirim ve artık bu k&uuml;&ccedil;&uuml;k par&ccedil;aya sahip olan Rotary Evaporator sistemleri hakkında da biraz konuşabiliriz. Hemen akla gelen&nbsp; t&uuml;m d&ouml;ner buharlaştırma sisteminizi doğru bir şekilde yapılandırmış olmanızdır.&nbsp;Burada &ouml;ncelikle odaklanılması gereken konu <a href="https://www.parsanalitik.com/urungrubu/rotary-evaporator"><span style="color:#3498db">Rotary Evaporator</span></a> sisteminizin nasıl doğru şekilde konfig&uuml;re edileceğidir. Rotary Evaporator sisteminizin konfig&uuml;rasyonları hakkında daha fazla bilgiye bir diğer yazılarımızda bulabilirsiniz.</p> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><img id="Resim_x0020_5" 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style="height:132.75pt; width:132pt" /> </span></span></span></p> <p style="text-align:justify">&nbsp;</p> <p style="text-align:justify">Sistem detayları ve ilgili &uuml;r&uuml;n i&ccedil;in daha detaylı bilgilendirme i&ccedil;in l&uuml;tfen bizlerle iletişime ge&ccedil;iniz. Rotary Evaporat&ouml;r ile ilgili bir diğer blog yazılarımıza g&ouml;z gezdirmeyi unutmayın.</p> <p style="text-align:justify">&nbsp;</p>