El analizador definitivo de interruptores, todo en uno: más seguro, más rápido y más preciso para cualquier ensayo de análisis de tiempos, de movimiento y de velocidad, medidas simultáneas de resistencia de contacto estática y dinámica con ambos extremos puestos a tierra (BSG), ensayo en condiciones de tensión de alimentación reducida y más. Todas estas funciones integradas en una maleta de ensayo ligera sin necesidad de conectar ningún otro módulo adicional externo.
![](https://strapi.digamel.tecalis.com/uploads/Frontal_CBA_300_digamel_5c0dc733cd.png)
En su panel lateral encontraremos los 16 o 24 contactos de de entrada principales (contactos de resitencia de preinserción) y contactos auxiliares completamente configurables por el usuario.
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)
![](https://strapi.digamel.tecalis.com/uploads/Panel_trasero_cba3000_digamel_f321b4dc7f.png)
En su parte posterior encontraremos, 8 medidas de entradas analógicas: tensión de batería, corriente de motor, transductores de presión, y otras medidas. Hasta 6 medidas de resistencia estática y dinámica – cada una con una salida de 200 Acc
El analizador de interruptores y micróhmetro todo en uno modelo CBA 3000 es un equipo de ensayo único.
- Cuando se utiliza como analizador de interruptores, permite el ensayo off-line de los interruptores de MT y AT. El equipo de ensayo mide los tiempos de maniobra de los interruptores tal como están definidos en la norma IEC 62271-100.
- El CBA 3000 es también un micróhmetro para medida hasta seis contactos, permite la Medida de la Resistencia de Contacto Estática (SCRM) de los contactos del interruptor y la Medida de la Resistencia Dinámica (DCRM), que indica el valor de la resistencia de los contactos del interruptor mientras el interruptor abre o cierra. Esto permite detectar defectos ocultos, que son imposibles de detectar de otra manera.
- Control del equipo: mediante una gran pantalla a color de 7”. De esta manera es posible seleccionar el plan de ensayo, ejecutar todos los ensayos, analizar los resultados, hacer un zoom en el gráfico. Con las de teclas de función y el botón rotativo de selección permite un control total del equipo de ensayo. Dispone de interfaces de USB y Ethernet para comunicación con PC. Capacidad de transferir resultados directamente a un lápiz USB. Enorme capacidad de registro: más de 256 Mbytes (normalmente 1000 resultados).
- Todos los planes de ensayo posibles son programables. Dispone de un Editor de Plan de Ensayo en el equipo y además se suministra con el CBA 3000 una Librería de Planes de Ensayo. El plan de ensayo seleccionado incluye todas las maniobras que se pueden ejecutar en un interruptor: tiempos, desplazamiento, corriente de motor y ensayos de Resistencia Estática y Dinámica.
- 16 entradas de contacto (opcionalmente 24) totalmente configurables. Cada contacto se puede programar como Contacto Principal de interruptor / PIR (contactos de resistencia de Pre- Inserción) o Contacto Auxiliar. De esta manera es posible verificar un interruptor con hasta 8 contactos por fase. Si el contacto se programa como Principal, se mide su retardo de tiempo y opcionalmente el valor de la resistencia de pre-inserción (PIR).• Dos, cuatro o seis comandos a las bobinas (Apertura/Cierre) disponibles para controlar independientemente cada fase (apertura/cierre). Se pueden utilizar tres rangos de corriente diferentes para medir la corriente de la bobina de cada circuito.
- Dispone de hasta tres micróhmetros,equipados con generadores de alta corriente de hasta 200 A (cada uno), para ejecutar medidas trifásicas de resistencia estática o dinámica de los contactos de un interruptor de forma simultánea. Además se pueden añadir dos módulos de micróhmetro para ampliarlo a seis o nueve medidas de resistencia estática y dinámica de los contactos de un interruptor.• Ensayo seguro con ambos extremos puestos a tierra: el CBA 3000 puede ejecutar el ensayo de un interruptor con Ambos Extremos Puestos a tierra (BSG), midiendo el tiempo de los contactos principales incluso si los dos extremos del interruptor están conectados a tierra, con el objeto de aumentar la seguridad.
- Ocho circuitos de medida de entradas analógicas totalmente configurables Cada entrada se puede configurar como:. Entrada analógica DC o AC genérica hasta 300 V AC (o 420 V DC pico) para medida de las baterías de la subestación o la alimentación de motor. Medida de tensión de bajo nivel para análisis de desplazamiento con transductores. Medida de tensión de bajo nivel para transductores de presión. Medida de tensión de muy bajo nivel para pinzas de corriente con salida de tensión. Medida de tensión de muy bajo nivel para la función de micróhmetro. Entrada de tensión genérica para otros propósitos
- Una salida para relé auxiliar, programable.
- Impresora térmica externa opcional, de 112 mm ancho de papel.
- Impresora interna opcional, de 58 mm ancho de papel.
- Módulo opcional de Bobina de Disparo de Mínima tensión para verificar el correcto funcionamiento del circuito de las maniobras de las bobinas en condiciones de sub tensión
- El paquete de software TDMS está incluido: permite ejecutar las secuencias definidas por el usuario (es decir CO-CO, O-CO-CO, etc.), analizar los resultados de ensayo, adición de notas, guardarlos en la base de datos, creando un informe de ensayo. También permite almacenar y recuperar los planes de ensayo. Todos los circuitos han sido diseñados para asegurar la operación segura en ambientes con ruido eléctrico en subestaciones de MT y AT. El equipo está alojado en una caja de aluminio transportable, que se suministra con una tapa y asas para su transporte.