Contador de Descargas Atmosféricas (Contador de Caída Rayos).
Contador de Descargas Atmosféricas (Contador de Caída Rayos).
168 disponibles
- Detecta impactos de rayos con precisión
- Registro electrónico de cada descarga atmosférica
- Instalación a 2 metros del suelo
- Cumple normativas UNE 21.186 y NFC 17.102
- Monitorización inmediata de sistemas de protección
- Diseño robusto para condiciones climáticas extremas
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Modelo: TG-CDA
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Marca: TOTAL GROUND
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Garantía: 3 años
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Código SAT: 39121600
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Dimensiones: Alto: 6 cm, Largo: 9 cm, Ancho: 10 cm
No se pudo cargar la disponibilidad de retiro
Descargas
Ficha Técnica
Con la idea de brindar una manera fácil de saber si el sistema de pararrayos ha recibido una descarga y para cumplir con las normativas, TOTAL GROUND diseña y fabrica el contador de descargas TG-CDA.
El contador de descargas atmosféricas, o contador de rayos, es un dispositivo electrónico diseñado para detectar los impactos de los rayos en las instalaciones de protección atmosférica y permitir el control y la verificación inmediatos de las mismas.
CARACTERÍSTICAS:![](data:image/png;base64,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<div class="heading-wrapper heading-wrapper--description-empty heading-wrapper--layout-heading-on-top animated-appearance heading-wrapper--mobile-auto"><h2 class="heading-wrapper__heading heading-case h1"><span class="title">Lo Más Vendido</span></h2></div>
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<div class="heading-wrapper heading-wrapper--description-empty heading-wrapper--layout-heading-on-top animated-appearance heading-wrapper--mobile-auto"><h2 class="heading-wrapper__heading heading-case h1"><span class="title">Lo Más Vendido</span></h2></div>
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<div class="card-information card-information--start">
<div class="card-information__wrapper"><!--
Nombre del producto - Se actualiza la clase para limitar a 6 lineas class="card-information__text_6_lines
Autor: Erick Trejo
Fecha: 23 de marzo 2026
-->
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"
class="full-unstyled-link">
<span class="link-underlined link-underlined--optional-false">''T'' reductra para manifold | Sistemas de Extinción Oxeo</span>
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Se agrega disponibilidad y cantidad de productos en existencia
Autor: Erick Trejo
Fecha: 23 de marzo 2026
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<div class="price price--sold-out "><div class="price__value"><div class="price__regular">
<span class="visually-hidden visually-hidden--inline">Precio habitual</span>
<span class="price-item price-item--regular">
$ 6,240.00 MXN
</span>
</div>
<div class="price__sale">
<span class="visually-hidden visually-hidden--inline">Precio habitual</span>
<span class="price-item__regular-small">
<s class="price-item price-item--regular">
</s>
</span><span class="visually-hidden visually-hidden--inline">Precio de venta</span>
<span class="price-item price-item--sale price-item--last">
$ 6,240.00 MXN
</span>
</div>
<small class="unit-price caption hidden">
<span class="visually-hidden">Precio unitario</span>
<span class="price-item price-item--last">
<span></span>
<span aria-hidden="true">/</span>
<span class="visually-hidden"> por </span>
<span>
</span>
</span>
</small>
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Preguntas Frecuentes
Tan pronto como tu pedido esté listo, te enviaremos un correo electrónico "Ready for Pickup" para informarte. Si realizas un pedido mientras la tienda está abierta, normalmente estará listo para su recogida en unas pocas horas. Si realizas un pedido después de que la tienda seleccionada haya cerrado, tu pedido estará listo para su recogida poco después de que la tienda abra a la mañana siguiente. El horario de la tienda puede variar según la ubicación.
Sí. Todos los equipos comercializados por PROCAM son 100% originales, nuevos y provienen directamente de distribuidores autorizados Syscom.
Sí. Todos los productos cuentan con garantía directa del fabricante, conforme a las políticas oficiales de Syscom y la marca correspondiente.
Por supuesto. Nuestro equipo técnico puede ayudarte a elegir el equipo adecuado según tus necesidades, espacio y presupuesto, sin costo.
La mayoría de los productos Syscom están diseñados para trabajar de forma compatible.En caso de integraciones específicas, nuestro equipo valida compatibilidad antes de la compra.
Sí. Realizamos envíos a todo el país, con tiempos de entrega que dependen de la disponibilidad del producto y la ubicación.
Sí. Emitimos factura fiscal. Solo necesitas proporcionar tus datos fiscales al momento de la compra o vía nuestro formulario de facturación.
En caso de falla, te apoyamos en el proceso de garantía o reemplazo, conforme a las políticas del fabricante y Syscom.
Sí. Podemos diseñar soluciones integrales (equipo + accesorios + instalación), optimizando costos y rendimiento.
No. Los precios publicados corresponden únicamente al equipo.La instalación y configuración se cotizan de manera independiente.
Sí. Atendemos clientes residenciales, comerciales, industriales y gubernamentales, así como integradores y revendedores.
Aceptamos transferencia bancaria, depósito y otros métodos según el proyecto o volumen de compra.
Sí. Brindamos soporte técnico y acompañamiento tanto en la instalación como en la puesta en marcha del equipo.