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Divisor de Potencia de Dos Vías/ Splitter para distribuir la señal hacia dos antenas/ 800-2500 MHz

http://novusred.lytics.mx/web/image/product.template/80052/image_1920?unique=bd4d1dc

240.88 240.88 MXN 240.88

279.42

No está disponible para venta

Esta combinación no existe.

Términos y condiciones
Garantía de devolución de 30 días
Envío: 2-3 días laborales

 

Divisor de potencia (Splitter) de dos vías o salidas.

CR-PS0825-2C componente pasivo que se utiliza principalmente para distribuir la señal de un amplificador de señal celular hacia dos antenas de servicio (interior). También se usa para distribuir la señal de una antena donadora (exterior) a dos amplificadores de señal celular. 

 

  • Rango de Frecuencia: 800-2500 MHz.
  • Pérdida por inserción: ≤ 3.2 dB por salida.
  • VSWR: ≤ 1.25 dB
  • Riso en banda: ≤ 0.3 dB
  • Distorsión de intermodulación de tercer orden: ≤ -120dBc @+43dBm×2 
  • Impedancia: 50 Ohm
  • Capacidad de potencia: 200 Watts máximo.
  • Conectores para RF: N Hembra.
  • Rango de temperatura de opeeración: -30 °C a +60 °C
  • Dimensiones: 169 x 23 x 17.5 mm
  • Peso: 0.138 kg

 

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