{"product_id":"divisor-de-potencia-de-dos-vias-splitter-para-distribuir-la-senal-hacia-dos-antenas-698-2700-mhz","title":"Divisor de Potencia de Dos Vías\/ Splitter para distribuir la señal hacia dos antenas\/  698-2700 MHz","description":"\u003cp\u003e \u003c\/p\u003e\u003cp style=\"font-size: 16px; box-sizing: border-box; margin: 5px 0px 15px; padding: 0px; color: #434343; font-family: \" open sans sans-serif center background-color:=\"\" line-height:=\"\" text-align:=\"\"\u003e\u003cspan style=\"box-sizing: border-box; color: #000000; font-weight: 600;\"\u003e\u003cimg 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\" alt=\"\" width=\"200\" height=\"59\"\u003e\u003c\/span\u003e\u003c\/p\u003e\u003cp style=\"font-size: 16px; box-sizing: border-box; margin: 5px 0px 15px; padding: 0px; color: #434343; font-family: \" open sans sans-serif center background-color:=\"\" line-height:=\"\" text-align:=\"\"\u003e\u003cspan style=\"box-sizing: border-box; color: #000000; font-weight: 600;\"\u003eDivisor de potencia (Splitter) de dos vías o salidas.\u003c\/span\u003e\u003c\/p\u003e\u003cp style=\"box-sizing: border-box; margin: 5px 0px 15px; padding: 0px; color: #434343; font-family: \" open sans sans-serif background-color:=\"\" font-size:=\"\" line-height:=\"\"\u003e\u003cspan style=\"box-sizing: border-box; color: #000000; font-weight: 600;\"\u003eCR-PS0727-2C\u003c\/span\u003e 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. \u003c\/p\u003e\u003cp\u003e \u003c\/p\u003e\u003cul\u003e\n\u003cli\u003eRango de Frecuencia: 698-2700 MHz.\u003c\/li\u003e\n\u003cli\u003ePérdida por inserción: ≤ 3.2 dB por salida.\u003c\/li\u003e\n\u003cli\u003eVSWR: ≤ 1.25 dB\u003c\/li\u003e\n\u003cli\u003eRiso en banda: ≤ 0.3 dB\u003c\/li\u003e\n\u003cli\u003eDistorsión de intermodulación de tercer orden: ≤ -120dBc @+43dBm×2 \u003c\/li\u003e\n\u003cli\u003eImpedancia: 50 Ohm\u003c\/li\u003e\n\u003cli\u003eCapacidad de potencia: 200 Watts máximo.\u003c\/li\u003e\n\u003cli\u003eConectores para RF: N Hembra.\u003c\/li\u003e\n\u003cli\u003eRango de temperatura de opeeración: -30 °C a +60 °C\u003c\/li\u003e\n\u003cli\u003eDimensiones: 169 x 23 x 17.5 mm\u003c\/li\u003e\n\u003cli\u003ePeso: 0.138 kg\u003c\/li\u003e\n\u003c\/ul\u003e\u003cp style=\"text-align: center;\"\u003e \u003c\/p\u003e\n\n\u003ch3\u003eCaracterísticas\u003c\/h3\u003e\u003cul\u003e\n\u003cli\u003eRango de frecuencia entre 698-2700 MHz\u003c\/li\u003e\n\u003cli\u003ePérdida de inserción de 3.2 dB por salida\u003c\/li\u003e\n\u003cli\u003eCapacidad de potencia máxima de 200 watts\u003c\/li\u003e\n\u003cli\u003eConectores N hembra para RF\u003c\/li\u003e\n\u003cli\u003eVSWR de 1.25 para mínima reflexión\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"EPCOM","offers":[{"title":"Default Title","offer_id":42691876847734,"sku":"CR-PS0727-2C","price":286.0,"currency_code":"MXN","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0660\/8918\/9494\/files\/CRPS07272C-p.png?v=1761279620","url":"https:\/\/fluxtec.mx\/products\/divisor-de-potencia-de-dos-vias-splitter-para-distribuir-la-senal-hacia-dos-antenas-698-2700-mhz","provider":"FluxTec","version":"1.0","type":"link"}