Model : AND | Sv-10A Sıne Wave Viskozimetre Tuning Fork prensibi ile ölçüm yapma özelliğine sahip olan vibro viskozimetredir. Bu özellik sayesinde yüksek ölçüm hassasiyeti sağlanır. SV serisi Tuning-fork titreşim metodu ile örnek sıvıya zarar vermez ve sensör levhalarını değiştirmeye gerek olmadan geniş aralıklarda ölçüm yapabilme olanağı sağlar. Petro kimya, gıda, basım ( mürekkep ), eczalık, kozmetik gibi sektörlerde kullanılmaktadır. Ölçüm Aralığı | : 0,3 – 10,000 mPa.s (cP) |
Çalışma Ortam Sıcaklığı | : 10 – 40 °C |
Ölçüm Metodu | : Tuning Fork Titreşim Metodu |
Min.Numune Miktarı | : Standard numune kabı 35 mL : Opsiyonel numune kabı 10mL : Opsiyonel cam numune kabı 10 mL |
Sıcaklık Ölçümü | : 0 – 160 °C / 0,1 °C |
Ekran | : Vacuum Fluorescent Dis play (VFD) |
Güç Tüketimi | : Yaklaşık 14 VA |
Ana Ünite Boyutu | : 333 x 314 x 536 mm (W x D x H) / 5,0 kg |
Monitör Boyutu | : 238 x 132 x 170 (W x D x H) / 1,3 kg |
Viskosite Ölçme Birim | : mPa.s, Pa.s, cP, P | | |
![](../FileUpload/ep1029823/File/c.jpg) Standard Aksesuarlar | : Kullanma klavuzu, Ac adaptör, CD-ROM, Win(ct-Viscosity), numune kapları, RS-232C,cable (25 pins-9 pins) |
Yüksek Ölçüm Hassasiyeti: Tuning-fork titreşim metodu, Sine-wave Vibro Viscometer SV-10/SV-100 ile vibrasyon ölçümü için yapılan okumalarda %1 gibi mükemmel bir tekrarlanabilirlik oranı sunar. |
Seçilebilir Geniş Ölçüm Aralığı: Düşük viskosite’den yüksek viskosite’ye her türlü numune, sensor levhaları değiştirilmeden ölçülebilir, böylece çok çeşitli ölçümler sürekli olarak gerçekleştirilebilir. SV-10: 0.3 – 10,000 mPa·s (cP) |
Gerçek Zamanlı Ölçüm: Cihazın sensor levhası ince ve küçük boyutludur; bu sayede örnek sıvı sıcaklık değişikliklerinden daha az etkilenir ve bunun sonucunda viskosite ölçümü örnek sıvının viskositesindeki değişimi takip eder |
Sıcaklık Ölçümü: Sıvının sıcaklığını doğru bir şekilde ölçmek çok önemlidir, çünkü viskosite genel olarak sıvının sıcaklığına bağlıdır. SV serisi kesin sıcaklığı hemen tespit edebilir, çünkü küçük yüzey alanı/termal kapasitesi olan sıvı ve tespit birimi (sensor levhaları) sadece birkaç saniyede termal dengeye ulaşmaktadırlar. |
Non-Newtonian Numune Viskosite Ölçümü: İnce sensor levhaları ile numune doku ancak az bir şekilde deforme olur ve bu sayede kararlı viskosite değerlerinin ölçülebilmesini sağlar. |
Köpüklenen Numune Ölçümü: 30 Hz’lik düşük sürüş frekansı köpüklenen numunelerin anlık köpüklerini bozmadan ölçülebilmesini sağlar. |
Akan Numune Ölçümü: Çalkantılı bir akış içindeki sıvıların bile akışkanlığıı ölçülebilir ve bu sayede laboratuarlarda kullanılan benzer veriyle alan yönetimi mümkün hale gelir. |
Modüler Yapı: SV serisi mükemmel yerleşim esnekliği sunan Görüntü Birimi ve Ara Birimden oluşmaktadır. |
Vakum Floransans Göstergesi: Okunması kolay, geniş ve berrak gösterge sayesinde okuma hataları tarihe karışıyor: Viskosite ölçümü ve sıcaklık ölçümü için 11 mm, yükseklik için 13 mm |
Küçük Numune Boyutu: Standart numune kabı için 35 ml numune sıvıyeterlidir, böylece fazladan sıvı harcamanıza gerek olmaz. |
Kolay Temizleme: Basit yapısı sayesinde SUS 304 paslanmaz çelik levhalar,sıcaklık sensörü (tamamen altın kaplı) ve SUS 304 paslanmaz çelik koruyucu kolayca ve hızlı bir şekilde temizlenebilir. |
Sol ve Jel Ölçümü: Nişasta gibi Sol ve jel numunesi, malzeme özelliği değişimi sırasında ölçülebilir. |
Standart RS-232C Arabirimi: RS-232C, PC ya da yazıcınıza uygun bir şekilde bağlanabilir ve bağlantı kablosu da (25 pin- 9 pin) ayrıca standart bir aksesuar olarak sunulmaktadır. |
Veri Toplama ve Grafikleme Yazılımı: WinCT-Viscosity (RsVisco), ölçülen viskosite, sıcaklık verilerini PC’ye gönderebileceğiniz ve analiz edebilmeniz için değişiklikleri eş zamanlı olarak grafiklerle sergilemeye yarayan bir yazılımdır. |
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) 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