HARPIA ultra hızlı spektroskopi sistemi, kompakt bir alanda çeşitli karmaşık, zamanla çözümlenen spektroskopik ölçümler gerçekleştirir. Sezgisel bir kullanıcı deneyimi ve kolay günlük bakım sunarak günümüzün bilimsel uygulamalarının ihtiyaçlarını karşılıyor.
HARPIA-TA geçici bir absorpsiyon spektroskopi sistemidir. Uzatma modülleri ve özelleştirme seçenekleri HARPIA sistemini belirli ölçüm ihtiyaçlarına göre uyarlar. Özellikle zamanla ilişkili tek foton sayımı ve floresans yukarı dönüştürme (HARPIA-TF), üçüncü ışın dağıtımı (HARPIA-TB) ve mikroskopi (HARPIA-MM) modülleri kullanılarak genişletilebilir. HARPIA, ölçüm modları arasında kolay geçiş yapmak için tasarlanmıştır ve özel veri toplama ve analiz yazılımıyla birlikte gelir. Her modül, mükemmel optik stabilite ve minimum optik yol uzunluğu sağlayan monolitik bir alüminyum gövdede bulunur.
HARPIA-TA, difüzyon katsayısının ve taşıyıcı ömrünün ölçümüne adanmış yeni bir geçici ızgara spektroskopi sistemidir. Tam otomatik ve bilgisayar kontrollü sistem, ölçümün birkaç dakika içinde yapılmasını sağlar.
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)
![HARPIA Complete Ultrafast Spectroscopy System](https://lightcon.com/wp-content/uploads/products/HARPIA/HARPIA_Comprehensive-Spectroscopy-System_210220-768x480.jpg)
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HARPIA Ultra Hızlı Spektroskopi Sistemi
Complete Ultrafast Spectroscopy System
- Excellent performance at a high repetition rate
- Measurement range from UV to MIR
- Market-leading sensitivity
- Modules for time-resolved, and multi-pulse experiments
- High-level automation in a compact footprint
- Reflection mode
HARPIA kapsamlı spektroskopi sistemi, kompakt bir alanda çeşitli karmaşık, zamanla çözümlenen spektroskopik ölçümler gerçekleştirir. Günümüzün bilimsel uygulamalarının ihtiyaçlarını karşılayan sezgisel bir kullanıcı deneyimi ve kolay günlük bakım sunar. Uzatma modülleri ve özelleştirme seçenekleri HARPIA sistemini belirli ölçüm ihtiyaçlarına göre uyarlar.
Sistem HARPIA-TA geçici absorpsiyon spektrometresi etrafında inşa edilmiştir ve zamanla ilişkili tek foton sayımı, Kerr kapısı ve floresans yukarı dönüşümü (HARPIA-TF), üçüncü ışın dağıtımı (HARPIA-TB) ve mikroskopi (HARPIA-TB) kullanılarak genişletilebilir. MM) modülleri. HARPIA, ölçüm modları arasında kolay geçiş yapmak için tasarlanmıştır ve özel veri toplama ve analiz yazılımıyla birlikte gelir. Her modül, mükemmel optik stabilite ve minimum optik yol uzunluğu sağlayan monolitik bir alüminyum gövde içinde bulunur.
Tek tedarikçili bir çözüm için HARPIA spektroskopi sistemi, ORPHEUS serisi OPA'larla birlikte bir PHAROS veya bir CARBIDE lazerle birleştirilir. HARPIA ayrıca TOPAS serisi OPA'larla Ti:safir lazerleri de destekler.
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)
Detay İçin
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![HARPIA-TG Transient Grating Spectrometer](https://lightcon.com/wp-content/uploads/products/HARPIA/HARPIA-TG/HARPIA-TG-Transient-Grating-Spectrometer_hero-768x392.jpg) |
HARPIA / TG Transient Grating Spectrometer
- Carrier diffusion coefficient in a matter of minutes!
- Non-invasive measurement technique
- Fully automated and computer controlled
- Continuous setting of grating period
- Sensitivity down to µJ/cm² excitation level
- Advanced measurement and analysis software
- Photoluminescence (PL) measurement option
HARPIA-TG, taşıyıcı difüzyonunun ve ömrünün ölçümü için geçici bir ızgaralı spektrometredir. Ölçümler lazerle indüklenen geçici ızgara (LITG) tekniğine dayanmaktadır. Bu yöntem, denge dışı taşıyıcı rekombinasyonu ve difüzyonunun tüm optik yollarla eşzamanlı olarak gözlemlenmesine olanak sağlar.
HARPIA-TG, elektriksel olarak iletken olmayan veya floresan olmayan numunelerin karakterizasyonuna olanak tanır. Silikon karbür (SiC), galyum nitrür (GaN), perovskitler, organik ve inorganik güneş pilleri, kuantum noktaları ve hatta kuantum kuyuları gibi karmaşık nanoyapılar gibi yarı iletken malzemeler ve türevleri için uygundur.
Entegre optik parametrik amplifikatöre (I-OPA) sahip CARBIDE veya PHAROS lazer ile birleştirilmiş kompakt sistem, gelişmiş ölçüm ve analiz yazılımı aracılığıyla tamamen otomatiktir ve bilgisayarla kontrol edilir. Bu nedenle, kullanıcının sadece numuneyi tutucuya koyması ve birkaç dakika içinde difüzyon katsayısını elde etmek için ölçümü başlatması yeterlidir.
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)
Detay İçin
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ÇALIŞMA ESASLARI
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LITG ölçümünün prensibi sağdaki şekilde gösterilmektedir. Bir çift ultra kısa darbe örnek düzlemde hem uzaysal hem de zamansal olarak üst üste bindirilir. Uyarma ışınlarının açısal olarak ayrılması onların geçişlerinde girişimde bulunmalarına neden olur. Girişim deseninin periyodu Λ ışın kesişme açısına ve pompa dalga boyuna bağlıdır.
Periyodik bir modelle uyarım, uzaysal olarak modüle edilmiş uyarılmış bir taşıyıcı dağılımı ve etkili bir şekilde kırılma indisinin periyodik bir modülasyonunu yaratır. Bu nedenle, bu pompalama geometrisi, geçici olarak gecikmeli bir prob darbesinin kırılabileceği geçici bir ızgara üretir. Zamanla, lazer kaynaklı ızgara, taşıyıcı rekombinasyonu (τR oranıyla elektronik bozunum) ve taşıyıcı difüzyonu (τD oranıyla uzaysal bozunma) nedeniyle bozulur. Difüzyon terimi geçici ızgara periyoduna bağlıdır: ince ızgaralar (küçükΛdeğerleri) kaba olanlardan (büyükΛdeğerleri) daha hızlı yayılır. Buna göre, kırınıma uğrayan sinyalin zamansal davranışını bir dizi farklı periyot boyunca ölçersek, taşıyıcı difüzyon katsayısı D[cm2/s]'yi aşağıdaki ilişkiden belirleyebiliriz:
![](https://lightcon.com/wp-content/uploads/products/HARPIA-TG/formule.jpg)
burada τG geçici ızgaranın net bozunum oranıdır.
![](https://lightcon.com/wp-content/uploads/products/HARPIA-TG/Principle-of-a-LITG-measurement.jpg)
![](data:image/png;base64,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)
I. Geçici bozulma dinamikleri çeşitli ızgara periyotlarında Λ ölçülür. HARPIA-TG, uyarma ızgara periyodunun sürekli olarak ayarlanmasına olanak tanır. Numune düzleminde 1,15 ila 15 μm (pompa dalga boyuna bağlı olarak) arasında değişen periyotlar oluşturulabilir.
![Transient decay dynamics are measured at various grating periods](https://lightcon.com/wp-content/uploads/products/HARPIA-TG/Kinetics.jpg)
II.
Her bir ızgara periyodunda elde edilen veriler üstel bir bozulmaya uygundur. Alınan karşılıklı bozunma sabitleri çizilir
ızgara periyodunun ters karesinin bir fonksiyonu olarak. Bu eğrinin tanjantı taşıyıcı difüzyon katsayısını (belirli taşıyıcı konsantrasyonu ve sıcaklıkta) sağlarken, sıfır kesişme noktası (Λ = ∞ μm) içsel taşıyıcı rekombinasyon hızını τR sağlar.
![Data obtained at each grating period is fit to an exponential decay](https://lightcon.com/wp-content/uploads/products/HARPIA-TG/Angular.jpg)
III.
Difüzyon katsayısının denge dışı taşıyıcı konsantrasyonuna kapsamlı bir bağımlılığını elde etmek için deney çeşitli uyarma yoğunluklarında tekrarlanır.
Polarizasyon ve pompa dalga boyu kontrolü, sırasıyla daha gelişmiş döndürme ızgarası ve termal ızgara ölçümlerine olanak tanır.
![](https://lightcon.com/wp-content/uploads/products/HARPIA-TG/Fluence.jpg)
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UYGULAMALAR
- Transient absorption and reflection in bulk and microscopy
- Multi-pulse transient absorption and reflection
- Femtosecond fluorescence upconversion
- Femtosecond stimulated Raman scattering (FSRS)
- Fluorescence lifetime TCSPC
- Intensity-dependent transient absorption and reflection
- Flash photolysis – nanosecond transient absorption