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La espectroscopia bidimensional es una técnica muy frecuente que permite analizar iteraciones intra o inter moleculares con una mayor resolución que la obtenida con técnicas tradicionales unidimensionales.
Para analizar de forma precisa la interacción molecular, este tipo de métodos se basa en el uso de dos sistemas de radiación, uno de bombeo (“pump”) y otro de muestreo (“probe”). La radiación de bombeo, ultrarrápida (femtosegundos), provoca que el medio quede excitado y la radiación de muestreo es la que se encarga de examinar la muestra. La radiación de bombeo y muestreo son desfasadas una respecto a la otra para permitir la observación de la interacción con mejor detalle una vez excitada por la radiación de bombeo. El espectro recogido de esa interacción en longitudes de onda de infrarrojo cercano relaciona el espectro de vibración de la muestra según su evolución temporal permitiendo estudios de estructuras o medios complejos como pueden ser polímeros proteínas o macromoléculas.
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El espectrómetro NIR 900-1750nm está diseñado en el rango de longitudes de onda habitualmente usado en aplicaciones que usan técnicas de espectroscopía del tipo “pump-probe”. El dispositivo está basado en el uso de una red de difracción cóncava, optimizando el número de elementos que forman parte en la cadena de imagen y señal. El sensor de adquisión incorporado es de tecnología InGaS del fabricante Hamamatsu (G9203-256S). Este tipo de sensores tiene mayor sensibilidad a longitudes de onda por encima de los 900nm que los basados en tecnologías de tipo Silicio o Germanio. La resolución espectral alcanza los 9.7nm (FWHM con fibra de 50um). Además, el propio sensor incorpora un módulo de enfriamiento termoeléctrico (TE) para estabilización térmica de la señal.
El espectrómetro puede ejecutar la adquisición de cada espectro mediante señal interna de disparo o mediante señal externa compatible con TTL. Los tiempos de adquisición de cada espectro pueden alcanzar desde varios microsegundos hasta 8 segundos. El dispositivo además dispone de conexión de tipo USB 2.0 que permite mayor integración con sistemas de control externos según el tipo de aplicación. Dada su versatibilidad de uso el espectro puede ser usado en cualquier tipo de aplicación en su rango de longitud de onda 900-1750nm. La siguiente figura muestra, como ejemplo, el espectro solar capturado usando fibra de 50um sin uso de óptica adicional.
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)
Características principales del espectrómetro NIR: • Rango espectral: 900-1750nm • Resolución espectral: 9.7nm (FWHM con fibra de 50um) • Tiempo de integración: 8us hasta 8s • Tipo de conexión de entrada: entrada fibra SMA o abertura fija • Sincronización: Activación interna o externa compatible con TTL • Conectividad PC: USB 2.0 • Estabilización de temperatura: Módulo termoeléctrico integrado con el sensor • Tamaño: 10 x 16.5 x 8.5 cm (ancho x largo x alto) • Masa: 1.6Kg
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Greenlight Solutions es distribuidor oficial en España los productos de Instytut Fotonowy.
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Descubre vídeos de instrumentación óptica en:
![http://www.standa.lt/images/youtube.gif](http://www.standa.lt/images/youtube.gif)
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