Analizador Receptor Óptico / Campo de visión de 80 ° / Soporta Hasta 7 Emisores / Requiere Analizador Emisor OSE-SP, OSE-HP-01, OSE-SPW, OSE-HPW y Kit de Instalación OSID-INST (NO INCLUIDOS)
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Código de inventario:ING-00007090
Categorías:Cómputo
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La detección óptica de humo en áreas sin obstrucción de OSID es la más nueva tecnología de detección lineal basada en el uso de luz en dos longitudes de onda diferentes y un receptor óptico, lo que permite una calidad de detección sin precedentes en este tipo de instalaciones. OSID proporciona una solución de bajo costo, fiable y fácil de instalar que soluciona los típicos problemas de los detectores fotoeléctricos de humo por barrera, como la incidencia de falsas alarmas y las dificultades de alineación. Características Rango de deteccion desde 6 a 34 m medidas al centro de vision central Máximo rango de detección de 50 m con emisor OSE-HP LED de estado para fuego, averías y alimentación Elevada inmunidad a falsas alarmas 3 niveles de sensibilidad (Baja, media y alta ) Elevada inmunidad a objetos sólidos y polvo Fácil alineación con amplios ángulos de ajuste y visualización No necesita una alineación precisa Tolerante a los desvíos de alineación Configuración automática en menos de 10 minutos Configuración sencilla mediante conmutadores Dipswitch Detección de humo basado en LED de longitud de onda dual Requisitos mínimos de mantenimiento Integración sencilla con el sistema contra incendios Alimentación: 24 Vcc, 31 mA máximo Temperatura de operación: -10 a 55 °C Dimensiones: 198 x 130 x 96 mm Campo de Visión Horizontal: 80º Vertical: 48º Rango de Detección Emisor Estándar Min: 6m Emisor Estándar Máx: 34m Máx Número de Emisores: 7 <img class='fr-fic fr-dii' 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

La información visible en esta ficha proviene directamente del catálogo actual de INGROUP. Cuando el producto tenga más atributos públicos, esta sección crecerá sin cambiar la estructura del layout.

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