VALO'nun ultra hızlı lazerleriyle tanışın
VALO Femtosaniye Serisi lazerler, gelişmiş dağılım ve doğrusal olmayan efekt kontrolüne sahip yenilikçi lazer tasarımı sayesinde kompakt, sağlam ve anahtar teslim bir sistemden 50 fs'nin altında darbe süreli ultra kısa darbeler sunar.
Olağanüstü yüksek darbe tepe gücü seviyeleri ve bilgisayar kontrollü grup hızı dağılım ön telafisi ile VALO ultra hızlı femtosaniye fiber lazerler, çoklu fotonlu görüntüleme, sinir bilimi, optogenetik ve gelişmiş spektroskopi uygulamaları için idealdir.
VALO Femtosaniye Serisi lazerlerimiz, doğrusal ve doğrusal olmayan efektlerin mükemmel etkileşimi nedeniyle kazanç bant genişliğinden bile daha yüksek bir optik bant genişliğine sahiptir. Bu benzersiz tasarım sayesinde VALO Femtosaniye Serisi lazerler, eşsiz güç seviyelerinde 50 fs'nin altında darbe sürelerine sahip temiz, ultra hızlı optik darbeler üretebilir.
<50 fs darbe süresi
2 W'a kadar çıkış gücü
Çok düşük gürültü
Entegre ön telafi dağılım modülü
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![](https://cdn-hfamd.nitrocdn.com/amfySfgWhfDnALrgnHyQDrAkEpxjhwPl/assets/images/optimized/rev-749e95d/hubner-photonics.com/wp-content/uploads/2021/12/Valo-Aalto-web-900x596-1.jpg) |
VALO Serisi ultra hızlı fiber lazerler, kompakt, anahtar teslim bir çözümden
elde edilebilecek en kısa femtosaniye darbeleri ve en yüksek tepe
güçlerini sunan tasarımlarıyla benzersizdir.
Yeni fiber lazer tabanlı teknoloji kullanılarak <50 fs'lik darbe süreleri elde edilir.
Bilgisayar kontrollü grup hızı dağılımı ön telafisi ile birleştirilmiş
son derece temiz, ultra kısa darbe süreleri,
VALO lazer kullanıcılarının tam olarak ihtiyaç duyulan yerde
en yüksek tepe gücüne ulaşmalarına olanak tanır,
bu da lazerleri çoklu foton görüntüleme, gelişmiş spektroskopi ve
birçok alanda kullanım için ideal kılar. diğer uygulamalar.
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<50 fs darbe süresi
2 W'a kadar çıkış gücü
Çok düşük gürültü
Entegre ön telafi dağılım modülü
Uygulamalar
- Çoklu foton mikroskobu,
- optogenetik,
- iki fotonlu polimerizasyon,
- terahertz üretimi,
- süper süreklilik üretimi ve çok daha fazlası için mükemmeldir.
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) 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