Optik Masa ve Breadboard ürünleri, optik deneylerin gerçekleştirilebileceği geniş, titreşim yalıtımlı ve sönümlü bir çalışma yüzeyi sağlamak üzere tasarlanmıştır. Bir optik masa iki ana öğeden oluşur: bir destek ve bir optik masa üstü veya devre tahtası. Destek, tekerlekli bir çerçeve şeklinde veya dört ayrı silindirik ayak şeklinde olabilir. Destekler, nominal titreşim izolasyonlu elastomerik (sert) veya zemin titreşimlerine karşı en iyi izolasyonu sağlayan pnömatik olabilir. Masa üstü, yüzeyinde 1/4-20 veya M6 dişli deliklerden oluşan bir matrise sahiptir ve onu sertleştirmek için çelik petek yapısıyla, ancak minimum kütleyle inşa edilmiştir. Optik masalar tarafından sağlanan titreşim kontrolü, mikroskopi, metroloji, fiber optik hizalama, interferometri gibi uygulamalarda veya optik deneylerin yapıldığı her yerde sıklıkla kullanılır. Optik masalar hemen hemen her lazer laboratuvarında bulunabilir ancak aynı zamanda biyomedikal, yaşam bilimleri, astronomi, metroloji ve yarı iletken endüstrilerini de destekler. OptoSigma, stoktan, masa tipi iş istasyonlarına, masaüstü izolatörlerden ve raf aksesuarlarına kadar çok çeşitli optik masa boyutları sunar
![Quick Delivery Optical Tables - Stocked in Europe](https://www.optosigma.com/media/catalog/product/cache/032daf5298da56d9f70a76da98e44d73/f/6/f6b7d8ae88c7b3a03888f4e7557580de2ba5a477_osdvio_quick_1_1.jpg)
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PNEUMATIC ISOLATED OPTICAL TABLES
Pnömatik Optik Masalar (bazen hava masaları olarak da adlandırılır), sert desteklerle karşılaştırıldığında zemin titreşimlerine karşı en iyi izolasyonu sağlayan basınçlı havalı destekler kullanır. Basınçlı destekler tekerlekli bir çerçeve şeklinde veya dört ayrı silindirik ayak şeklinde olabilir. Pnömatik optik tablalarımızın tümü, eksantrik olarak yüklendiğinde kendilerini yerçekimine göre atomik olarak hizalayabilir. Pnömatik optik masayı çalıştırmak için bir hava kompresörüne ihtiyaç vardır. Tüm masalarda olduğu gibi, masa tablasının yüzeyinde 1/4-20 veya M6 dişli deliklerden oluşan bir matris bulunur ve minimum kütleyle sertleşmesi için çelik petek yapısıyla inşa edilmiştir. Standart çalışma yüzeyi yüksekliğimiz yaklaşık 3 feet'tir ancak ayarlanabilir veya özelleştirilebilir. Pnömatik optik masalar tarafından sağlanan titreşim kontrolü, mikroskopi, metroloji, fiber optik hizalama, interferometri gibi uygulamalarda veya optik deneylerin yapıldığı her yerde sıklıkla kullanılır. Optik masalar hemen hemen her lazer laboratuvarında bulunabilir ancak aynı zamanda biyomedikal, yaşam bilimleri, astronomi, metroloji ve yarı iletken endüstrilerini de destekler. OptoSigma, pnömatik optik masa boyutları, destek türleri, masa ve masaüstü izolatörleri ve raf aksesuarlarından oluşan geniş bir yelpaze sunar.
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Detay İçin
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![Quick Delivery Optical Tables - Stocked in Europe](https://www.optosigma.com/media/catalog/product/cache/032daf5298da56d9f70a76da98e44d73/f/6/f6b7d8ae88c7b3a03888f4e7557580de2ba5a477_osdvio_quick_1_1.jpg) |
RIGID OPTICAL TABLES
Elastomerik olarak izole edilmiş (bazen sert olarak da anılır) optik masalarımız, zemin titreşimlerine karşı nominal izolasyon sağlayan yapılandırılmış lastik pedlere sahip destekler kullanır. Sert destekler tekerlekli bir çerçeve şeklinde veya dört ayrı silindirik ayak şeklinde olabilir. Sert optik masaları çalıştırmak için hava kompresörüne gerek yoktur. Tüm masalarda olduğu gibi, masa tablasının yüzeyinde 1/4-20 veya M6 dişli deliklerden oluşan bir matris bulunur ve minimum kütleyle sertleşmesi için çelik petek yapısıyla inşa edilmiştir. Standart çalışma yüzeyi yüksekliğimiz yaklaşık 3 feet'tir ancak ayarlanabilir veya özelleştirilebilir. Sert optik masalar tarafından sağlanan titreşim kontrolü, spektroskopi deneyleri, çok modlu fiber hizalama, metroloji gibi daha az zorlu uygulamalarda veya optik deneylerin yapıldığı her yerde sıklıkla kullanılır. Optik masalar hemen hemen her lazer laboratuvarında bulunabilir ancak aynı zamanda biyomedikal, yaşam bilimleri, astronomi, metroloji ve yarı iletken endüstrilerini de destekler. OptoSigma, pnömatik optik masa boyutları, destek türleri, masa ve masaüstü izolatörleri ve raf aksesuarlarından oluşan geniş bir yelpaze sunar.
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Detay İçin
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![1000x1000mm Optical Breadboard, Steel Honeycomb Core, 50mm Thk, M6-on-25mm Thds](https://www.optosigma.com/media/catalog/product/cache/65d609cdeca73ef052a65909ce706a43/d/f/df46246e8b1a69412c0d2c1ef019b018cefb41fc_osdvio_b_p_17.jpg)
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OPTICAL BREADBOARDS AND TABLETOPS
Optik masa üstleri ve breadboardlar, optik deneylerin gerçekleştirilebileceği geniş, sönümlü bir çalışma yüzeyi sağlar. Masa üstü ve breadboard terimi birbirinin yerine kullanılabilir, ancak genel olarak konuşursak, 200 mm ve daha yüksek kalınlıklarda masa üstleri daha büyükken, 100 mm veya daha az kalınlıklarda breadboardlar daha küçüktür. masa üstleri tipik olarak, zemin titreşimlerine karşı en iyi izolasyonu sağlayan, nominal titreşim izolasyonlu sert veya pnömatik olabilen bir tür montaj yapısına veya desteğine ihtiyaç duyar. Masa tablasının yüzeyinde 1/4-20 veya M6 dişli deliklerden oluşan bir matris bulunur ve onu sertleştirmek için çelik petek yapısıyla, ancak minimum kütleyle inşa edilmiştir. Masa üstlerimizin titreşim sönümlemesi, daha geniş bir frekans aralığını kapsayan geniş bant olarak sınıflandırılır. Optik masa üstleri ve breadboardlar tarafından sağlanan çalışma yüzeyi, mikroskopi, metroloji, fiber optik hizalama, interferometri gibi uygulamalarda veya optik deneylerin yapıldığı her yerde sıklıkla kullanılır. Optik masa tablaları hemen hemen her lazer laboratuvarında bulunabilir ancak aynı zamanda biyo-medikal, yaşam bilimleri, astronomi, metroloji ve yarı iletken endüstrilerini de destekler.
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Detay İçin
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![Overhead Shelf System for Optical Tables 4ft](https://www.optosigma.com/media/catalog/product/cache/65d609cdeca73ef052a65909ce706a43/a/b/abe2ee2bf37a35c277eb35d0ececaa10e46f314b_osdots_p_11.jpg) |
OVERHEAD SHELFS
Tepegöz optik masa raf sistemleri, tipik olarak optik deney için kullanılan elektronik ekipmanlar için doğrudan masa yüzeyinin üzerinde kolayca erişilebilen bir raf sağlayarak laboratuvar alanını en üst düzeye çıkarır. Raf, lazer güç kaynakları, motorlu sahne kontrolörleri, osiloskoplar, bilgisayarlar ve güç ölçerler gibi diğer aletler gibi ekipmanlar için yapılmıştır. Tavan rafının her iki tarafına bol miktarda elektrik prizi monte edilerek güce kolay erişim sağlanır. Bu tavan rafları serbest durur ve optik masanın herhangi bir parçasına temas etmez. Bu, raflardaki cihazlardan kaynaklanan fan titreşimlerinin masa yüzeyine ulaşmamasını sağlar. Siyah toz boya kaplamalı, şekillendirilmiş ve kaynaklı çelikten yapılmıştır. Düz olmayan zeminlerde kolay hareket edebilme ve denge sağlamak için dengeleme ayakları ve tekerlekler dahildir. Ekstra depolama alanı için asma raflar isteğe bağlıdır.
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Detay İçin
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![420X500mm Active Vibration Isolation Platform](https://www.optosigma.com/media/catalog/product/cache/65d609cdeca73ef052a65909ce706a43/4/4/44cc92faf499783763bff292ad460a70734ddabc_osdvia_p_1.jpg) |
ACTIVE VIBRATION ISOLATION PLATFORMS
Aktif titreşim izolasyon platformları, titreşimlerin çalışma yüzeyini etkilemesini proaktif olarak tespit etmek ve izole etmek için bir optik masanın veya iş istasyonunun üzerine oturacak şekilde yapılmıştır. Titreşim sensörleri ve aktüatörlerle birlikte bir yay, geri bildirim ve ileri beslemeli kontrol algoritmasından oluşurlar. Geri bildirim kontrol algoritması, zeminden veya faydalı yükten kaynaklanan titreşimleri sürekli olarak ölçen ve titreşimi iptal etmek için aktüatörlere sinyaller gönderen sensörler kullanır. Masaüstü aktif titreşim izolasyon platformlarına yönelik uygulamalar arasında atomik kuvvet mikroskobu, floresan mikroskobu, taramalı prob mikroskobu, 3D optik mikroskopi, nanometre çözünürlüklü optik mikroskopi, dijital holografik mikroskopi, prob ucu profilometrisi, interferometri ve yüzey pürüzlülüğü metrolojisi yer alır.
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Detay İçin
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) 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OPTICAL TABLE ACCESSORIES
Optik masanın veya breadboardlarn kurulumunu tamamlamak için önemli aksesuarlara ihtiyaç vardır. Pnömatik optik masalardan herhangi biri için en önemlisi bir hava kompresörüdür. Masayı yüzdürmek ve titreşim izolasyon özelliklerini etkinleştirmek için gereken 100'den fazla PSI hava basıncını sağlar. Masa üst yüzeyinin yerçekimine dik olacak şekilde ayarlanmasını sağlamak için kabarcık seviyelerine de ihtiyaç vardır. breadboardları çevresel titreşimlerden yalıtmak veya azaltmak için kauçuk izolatörlere ihtiyaç vardır.
Tüm modeller için tıklayınız
Detay İçin
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