Yapısal, Optik ve Morfolojik Özelliklerin Analizi ve Tayini
İnorganik ve organik yapılı malzemelerin elementel, morfolojik, yapısal, kimyasal, optik ve elektriksel özelliklerini mikro ve nano ölçekte çeşitli analiz cihazları ve teknikleri kullanarak karakterize ediyoruz. Bu analizler için ileri teknolojik spektroskopi ve görüntüleme teknikleri kullanarak araştırmacılara ve endüstriye güvenilir ve hassasiyeti yüksek sonuçlar sunuyoruz. Bu analizleri; toz veya katı numunelerde, ince filmlerde, metalik malzemelerde, biyomalzemelerde, biyomedikal ürünlerde ve cihazlarda, inorganik ve organik yapılarda, mineral örneklerinde, jeolojik örneklerde, ham maddelerde, seramik ve camlarda, plastiklerde ve mikro/nano aygıtlarda gerçekleştiriyoruz.
Aygıt Üretimi ve Karakterizasyonu
Günümüz teknolojileri alanındaki gelişmeleri esas alarak; araştırmacılar ve endüstrinin ihtiyaç duyduğu ileri teknoloji ürünlerinin üretimini ve tasarımını yapıyoruz. Optik ve gaz sensörleri, biyosensörler, ışık yayan diyotlar (LED),Lazerler, fotokatalizör diyotlar, güneş hücreleri, yakıt pilleri, transistor gibi mikro ve nano aygıtların prototip üretimi ve karakterizasyonunu farklı sınıflardaki temiz odalarımızda (100, 1.000 ve 10.000 sınıfları) ve laboratuvarlarımızda ileri teknolojik cihaz ve ekipman altyapımız ile gerçekleştiriyor.
Temiz Oda (Clean Room)
Endüktif Bağlaşımlı Plazma Aşındırma (ICP-RIE) Sistemi (SI 500 ICP-RIE)
Plazma aşındırma sistemi yüzey sıcaklık ayarı ile yüksek kalitede plazma aşındırma işlemleri yapar. Dinamik sıcaklık kontrollü ICP substrat elektrotu, -150 ° C ile +400 ° C arasındaki geniş bir sıcaklık aralığında mükemmel işlem koşulları sağlar. Düşük iyon enerjisi ve dar iyon enerjisi dağılımı nedeniyle, ICP plazma aşındırma aracı ile düşük hasarlı dağlama ve nano yapılaşma gerçekleştirilebilir. CP plazma aşındırma sisteminde waferlar 200 mm çapa kadar çok çeşitli yüzeyler taşıyıcılara yüklenen parçalara işlenebilir. Tek wafer vakumlu yük kilidi, istikrarlı işlem koşullarını garanti eder ve işlemlerin kolayca değiştirilmesini sağlar. III-V bileşik yarı iletkenler (GaAs, InP, GaN, InSb), dielektrikler, kuvars, cam, silikon, silikon bileşikleri (SiC , SiGe) ve metaller dahil çeşitli malzemelerin işlenmesi için yapılandırılabilir.
Plazma Destekli Kimyasal Buharlaştırma Yöntemiyle İnce Film Kaplama (PECVD) Sistemi (DepoLab 200)
Dielektrik filmlerin (örneğin SiOx, SiOxNy, SiNy katmanları) 2 "ila 8" çapındaki tek bir wafer üzerinde biriktirilmesi için doğrudan erişimli bir paralel plaka PECVD aracıdır. 13.56 MHz'de 300W'lık RF gücü, otomatik bir eşleştirme ağı kullanarak üst elektrota beslenir. İsteğe bağlı olarak, 300 ila 500 kHz arasındaki LF gücü, stres kontrolü için üst elektrota beslenebilir. Substrat elektrotu 200 ° C ile 400 ° C arasında sıcaklık kontrollüdür. Gaz akışı, RF / LF güçleri ve reaktördeki basınç gibi iyi tanımlanmış proses koşulları yazılım tarafından belirlenir ve otomatik olarak kontrol edilir. En az 2” en fazla 4” wafer tabakası üzerine ince film kaplama yapılabilir. 13.56 MHz'de 300W gücünde RF kaynağı mevcuttur. 10 Torr Baratron basınç sensörü bulunur.
Dönel Kaplama Cihazı (Laurell WS-650MZ-23NPPB)
Bir sıvının bir substrat veya yarıiletken bir wafer üzerine tam olarak dağıtılmasını ve ardından düzgün, hatasız bir film elde etmek için döndürülmesini içerir. Maksimum 12.000 RPM dönüş hızına sahiptir. 150 mm / 6 inç'e kadar yuvarlak yüzeyler ve 125 mm / 5 inç'e kadar kare yüzeyler için kaplama yapılabilir.
Termal İnce Film Kaplama Sistemi (NVTH-350)
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)
Nanovak Kutu tipi Fiziksel Buhar Biriktirme sistemi prizmatik vakum odasına sahiptir. SistemDE 4 adet termal kaynak bulunur. İki, üç veya dört farklı malzemeden oluşan çok katmanlı ince filmler hazırlanabilir. Si, Al, Ti, SiO, Au, Ag, WO, BaF2, MgF2 gibi çok katmanlı, nano metalik, oksit, florür veya nitrür filmler üretmek için kullanıcı arzularına uyacak şekilde uyarlanabilir. 120 ° C'ye kadar iç pişirme seçeneği mevcuttur. 10-8 Torr ana basınç seviyesi, 20 dakikada 2x10-6 Torr vakum seviyesine sahiptir. Geniş (1000 - 10-9 Torr) vakum kontrol ve ölçüm sistemi, 50-700 ° C PID numune ısıtma seçeneği ve 2-30 rpm ayarlanabilir numune rotasyon ünitesi mevcuttur. 2 adet kuarts kristal ile 0.1Å / s çift kanallı hassas kalınlık oranı ölçüm birimi bulunur. 2x2 kanal, 12V - 200A sıralı / birlikte buharlaştırma yapılabilir. En fazla 4” en az 1” düzgün numune ve lamellere ayrıca kırpık numuneler üzerine kaplama yapılabilir. In, Zn, Cd, P, Sn, Pb malzemeleri ve benzeri düşük sıcaklıklarda yüksek buhar basınç değerine sahip olan malzemeler ile kaplama yapılamamaktadır.
Saçtırma Sistemi (NVTS-400)
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)
Nanovak kutu tipi Fiziksel Buhar Biriktirme sistemi, prizmatik vakum haznesine sahiptir. Bu sistem birlikte buharlaşmayı sağlayan 2 adet termal buharlaştırma, 1 adet DC ve 2 adet RF saçtırma kaynağına sahiptir. Saçtırma sistemleri ile çok katmanlı, farklı malzemelerden yapılmış ince filmler hazırlanabilir. Kombine Sistem, Si, Al, Ti, SiO, WO, BaF2, MgF2, Ti02, Si3N4, SiO2, TiN gibi çok katmanlı, nano metalik, oksit, karbür veya nitrür filmleri üretmek için kullanıcı arzularına uyacak şekilde uyarlanabilir. RF Güç kaynağı, 13,6 MHz, 300 - 1200 W., DC Güç kaynağıise, 0 - 1000 V ve 2000 W'dır. İsteğe bağlı 50 - 700 ° C ± 1 ° C hassasiyetinde PID kontrollü numune ısıtması ve 2 - 30 rpm numune döndürme birimi ile sürekli hız ayarı mevcuttur. Yüklü sistem için 10-8 Torr ana basınç seviyesine sahiptir, bir saatte 10-7 Torr vakum seviyesine ulaşabilir. 2 adet kuarts kristal ile 0.1Å / s çift kanallı hassas kalınlık oranı ölçüm birimi sayesinde hassas kalınlık ölçümü yapılabilir. En fazla 4” en az 1” düzgün numune ve lamellere ayrıca kırpık numuneler üzerine kaplama yapılabilir. In, Zn, Cd, P, Sn, Pb malzemeleri ve benzeri düşük sıcaklıklarda yüksek buhar basınç değerine sahip olan malzemeler ile kaplama yapılamamaktadır.
Materyal Araştırma Mikroskobu (ZEISS Axio Scope A1)
Fluoresans modülü de içeren ZEISS Axio Scope A1 ile, iletken kaplamanın kalitesi, analiz edilen film kalınlığı veya kaplamasından bağımsız olarak hızlı ve kolay bir şekilde belirlenebilir. 6 adet Objektif’e kadar kullanım özelliği, 6 kontrast modülü (aydınlık alan, karanlık alan, fluoresans, polarizasyon, DIS, C-DIC), ergonomik tüp ve ergonomik tutuş, 105 x 105 mm’ye kadar ölçme alanı boyutu, 380mm yüksekliğe kadar parçalar için analiz imkanı, Halojen ve HXP aydınlatma seçenekleri, Axiocam mikroskop kameraları ve AxioVision yazılımı mevcuttur.
İleri Spektroskopi Laboratuvarı
X-Işını Kırınım Cihazı (XRD EXPLORER)
Yüksek çözünürlüklü difraktometre sistemi, 0.00001°‘lik bir açısal hassasiyete ulaşmasını sağlayan, optik kodlayıcılar tarafından kontrol edilen yüksek verimli, doğrudan tahrikli tork motorları (Direct Drive Torque Motors) içermektedir. EXPLORER X-Işındifraktometresi’nin hizalamayı gerektirmeyen modüler yapısı sayesinde, toz, ince film, düşük (SAXS)ve geniş(WAXS) açı saçılımı, Stress ve Texture analizleri yapılmaktadır. (Numune boyutu: Dörtgen kesitli ise maks/min 25x25 mm ve yuvarlak kesitli ise çap değeri maks/min 25 mm olmalıdır)
UV-VIS-NIR Spektroskopisi(UV-3600 Plus)
UV-VIS-NIR spektrofotometre cihazı, yüksek duyarlılıkta, yüksek çözünürlükte ve ultra karanlık elde etmek için en yeni teknolojiyi kullanarak fizik, gıda bilimi, eczacılık, yaşam ve kimya bilimlerinde ARGE çalışmaları için yüksek performanslı analiz yapma imkanı suna. Temel özellikler / avantajlar şunlardır: Üç dedektörle donatılmış ultraviyole ve görünür bölgeler için PMT (foto-çoğaltıcı tüp) ve ölçülen tüm dalga boyu aralığında yüksek hassasiyet sağlamak için yakın kızılötesi bölge için InGaAs ve soğutmalı PbS dedektörleri. Yüksek çözünürlüklü ultra-düşük ışıksız ışık seviyesi (340 nm'de maksimum 0.00005%). 185 ila 3300 nm geniş dalga boyu aralığı ultraviyole, görünür ve yakın kızılötesi bölgelerde ölçüm sağlar.
FT-IR Spektrofotometresi
Cihazdaki interferometre yüksek hassasiyet sunar. Bu hassasiyet LabSolutions IR Kirletici Analiz Makrosuyla birlikte, küçük numunelerin daha kolay, daha hızlı ve daha doğru analizini mümkün kılar. Cihazdaki mevcut dedektör tasarımı 60.000: 1 S / N oranı ile çalışmaktadır.
İleri Görüntüleme Laboratuvarı
Taramalı Elektron Mikroskobu (SEM-Quanta FEG 250)
Quanta FEG 250 taramalı elektron mikroskobu (SEM), üç modlu (yüksek vakum, düşük vakum ve ESEM) olarak çok yönlü analiz için yüksek performanslı sağlamaktadır. Quanta FEG 250 SEM sistemi, enerji dağılımlı spektrometre, dalga boyu dağılımlı X-Işınları spektroskopisi ve elektron geri yansıması kırınımı gibi analitik sistemler ile donatılmıştır. Buna ek olarak, alan emisyon tabancası (FEG) sistemleri, parlak alanlı ve karanlık alanlı örnek görüntüleme için bir S / TEM dedektörü içerir. (Analiz için maksimum numune boyutları: Dörtgen kesitli numuneler için 30x30 mm ve yuvarlak kesitli numuneler için maksimum çap değeri 30 mm. Biyolojik örnekler sabitlenmiş olmalı)
3D Optik Mikroskobu (Bruker-Contour GT)
3D Optik Profilometre, melzemenin yüzey topografisini hassas şekilde belirlemek için tasarılanmış yeni bir ARGE standardı oluşturmada kullanılmaktadır. Hasas pürüzlülük, 2D / 3D ölçüm özellikleri, yüksek çözünürlüklü görüntüleme ve endüstrinin en gelişmiş arayüzü ile sistem kompleks yüzeylerde bile yüksek performans göstermektedir. Bu cihazda opaklık değeri %0.05 - %100 aralığında olan numunelerin analizi yapılmaktadır.
Parçacık Görüntüleme ve Hız Ölçüm Sistemi (PIV- Particle Image Velocimetry)
PIV sistemi, temel akışkanlar dinamiği konusundaki araştırmalardan, ürün geliştirme ve optimizasyon çalışmalarına kadar birçok alanda iç ve dış akış incelemelerinde kullanılmaktadır. Rüzgar tüneli, su tüneli, taşıt aerodinamiği vb. iç ve dış akış uygulamalarında yaygın olarak kullanılmaktadır. PIV temassız (non-intrusive) bir teknik olup akışı takip eden mikron ölçeğinde küçük parçacıkların hızlarını ölçmektedir. Mikroskopik akışlardan, süpersonik akışlara kadar her türlü hız alanına uygulanabilen PIV sistemleri ile: · Anlık vektörel hız haritası · Akış çizgileri (Streamline) · Girdaplılık (Vorticity) · İstatistik ve türbülans ölçümleri · Zaman çözünürlüklü ölçümler yapılabilir. Esnek grid (ağ) tasarımı ile sonuçlar Hesaplamalı Akışkanlar Dinamiği (CFD) ile benzerlik gösterir.
Eklemeli Üretim Laboratuvarı
Lazer Ergitme (Concept Laser MLab-Selective Laser Melting)
Maksimum güç : 100W
Maksimum üretim boyutları (x,y,z) : 90,90,80 mm
Maksimum lazer tarama hızı : 7 m/s
Katman kalınlık aralığı : 15-30 µm
Odak çapı : 50 µm - 316L Stainless Steel
Mevcut tozlar : Ti6Al4V Grade 23 - CoCrW
Biyomekanik Laboratuvarı
Yorulma ve Dinamik Test Cihazı
Yorulma test sistemleri biyomedikal,işlenmiş parçaların yorulma ve dinamik testler için kullanılmaktadır. Çaprazkafanın ayarlanabilmesi, eyleyiciye montajlı yük hücresi ve korozyona dayanıklı T taban özellikle tuzlu banyoda gerçekleştirilen biyomedikal numune testleri yapılabilmektedir. Konsol yazılımı; dalga hareketli sinyal oluşturulması, kalibrasyon, sınır (limit) belirlenmesi ve durum izlemesi de dahil sistemin tam kontrolünün bilgisayardan yapılmasını sağlar. WaveMatrix™ dinamik test yazılımı ile malzemelerin ya da ürünlerin basit ve ileri seviyede döngüsel testlerini gerçekleştirebilirsiniz. Bluehill yazılımı ise size her türlü statik test imkanını sunar. ±25kN'ye kadar dinamik test imkanı vardır. (Dörtgen kesitli numuneler için maksimum boyut 7mm ve dairesel kesitli numuneler için maksimum çap değeri 8 mm olmalıdır)
-Üç ve dört noktadan eğilmeli yorulma testleri cihazda rahatlıkla yapılabilmektedir.
-Dental ve spinal implant testleri için kullanıma uygundur (Uluslararası standartlara göre).
Statik Test Cihazı
Yük ölçüm doğruluğu: +/-%0,5; 1/500 yük hücre kapasitesinin altında okunur (2850 Serisi yük hücreleri) yük, uzama ve gerilim kanallarında aynı anda 1 kHz hıza ulaşan veri edinimi 0.00005 -3.000 mm/dak hız aralığı. Test alanına rahat erişim için düşük taban yüksekliği, özelleştirilebilen kontrol Paneli, Bluehill® 2 Yazılımı ile uyumludur. Yük hücreleri ve ekstensometreler için otomatik transdüzer tanıma ekstra yüksek ve geniş seçenekler mevcuttur
Burulma Test Cihazı
Öncelikli olarak malzeme ve ürünlerin orta kapasiteli (450 µNm - 225 Nm) burma testleri için tasarlanan MT burulma sistemleri; yüksek doğrulukta, minimum doğrusal sürtünme değerleri ile çoklu dönüş kabiliyetinde ve burulmaya karşı yüksek katılığına sahip sistemlerdir. Sistemin tork hücresi, test sırasında kenetlenbilen veya serbest dönebilecek şekilde bırakılabilen çaprazkafaya tutturulmuştur. Serbest dönecek şekilde bırakıldığı zaman kullanıcı, ağırlık veya makara düzeneği kullanarak eksenel ön yükleme uygulayabilmektedir. Instron’un I-Serisi Kontrol Elektroniği ve Bluehill® Universal ile elektromekanik sürüş kapalı çevrim servo-kontrolü ile sağlanır.
Triboloji Laboratuvarı
Tribometre (Bruker UMT)
Tribometre hem ARGE'de hemde Endüstride malzemelerin tribolojik özelliklerini belirlemede çokça tercih edilmektedir. Bruker UMT tribometre, triboloji-sürtünme, aşınma, yük, sertlik ve yağlamanın araştırılmasını sağlar. (Örnek boyutları: Dörtgen kesitli numuneler için minimum 20x20 mm ve yuvarlak kesitli numuneler için minimum çap değeri 20 mm olmalıdır).
-Yük değer aralığı: 0-100N arası tüm yüklerde analiz yapılabilmektedir.
-Pin on disk için kullanıma uygundur.