Descripción detallada
![Pasteles](http://ftp3.syscom.mx/usuarios/dcarreon/IMPRESOS/LOGO_epcom%20industrial.jpg)
Funcionamiento:
El sistema de respaldo consiste en un envoltorio metálico móvil que incluye en su interior un sistema armado de un inversor, un cargador de baterías y un sistema de conmutación en caso de falla eléctrica.
Al sistema se deben adicionar baterías (generalmente se recomiendan baterías de 100 o 110 Ah) las cuales no están incluidas en el equipo (Jumpers para baterías Incluidos).
El equipo una vez armado se conecta a la red eléctrica de 110 Vca a través de su clavija estándar de 3 puntas (NEMA 5-15P) y estará cargando las baterías (de ser necesario) y estará proporcionando la corriente a los equipos conectados a cualquiera de su 4 contactos de salida (NEMA 5-15R).
Al existir un corte en el suministro, el relevador de conmutación activa el inversor (con un posible retrazo de hasta 1 seg.) y envía corriente alterna a los equipos.
La duración del respaldo estará en relación a la carga conectada y la capacidad máxima del inversor (la carga regularmente no debe exceder el 80% de la carga máxima del inversor).
Al regresar el suministro, el relevador permite el paso directo de corriente a los equipos respaldados y a su vez comienza el ciclo de cargado de las baterías.
Características eléctricas:
- Potencia: 1750 W Máx.
- Requiere: 1 a 4 baterías a 12Vcc. (no incluida).
- Baterías recomendadas (No incluidas): PL-110-D12 ó PL-100-12.
- Voltaje de entrada: 115 Vca (para alimentar el cargador de baterías).
- Voltaje de salida: 115 Vca.
- Dimensiones: 455(W) x 590(H) x 865(D) mm. (Con Ruedas Instaladas).
- Estructura Base: PE-4HG1
- Tipo de Onda: Sinusoidal Modificada.
- Voltaje de conmutación: 75 Vca. (Aprox.)
Consideraciones Especiales:
- Este equipo es para emergencia, no funciona con fuentes Ininterrumpidas (No Break).
- No incluye acumuladores o baterías.
- Se recomienda utilizar baterías libres de mantenimiento.
- No se recomienda alimentar equipo sensible o motores que generen alto 'pico de arranque'.
- No se recomienda un uso continuo a máxima potencia, se recomienda un margen de al menos un 10%-20% de la misma.
NO debe ser considerado como un UPS online.
El intervalo de restauración de energía es de 2.5 seg. (Aprox.)
El equipo incluye:
- Carro metálico de resguardo (PE-14HG1).
- Inversor de corriente.
- Cargador de baterías (SEC-1230UL).
- Interfase para activación de planta (PE-TRANSFER).
- Cables de conexión de baterías con bornes.
Tiempos de respaldo en minutos:
![](data:image/png;base64,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)
**Se consideran las baterías PL-110-D12
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