Fusible 7.5 Amp. tipo Americano
$3.76
Descripción
Descripción:
La corriente eléctrica que transita por nuestros dispositivos electrónicos siempre genera calor, por lo que si tenemos algún elemento electrónico que sólo resiste cierta corriente y de repente por cualquier razón (aunque sea por un momento), la corriente en nuestro circuito aumenta de valor, ese elemento puede resultar quemado. Debido a esta situación es que existen elementos de protección como el fusible con encapsulado de cristal, cuya función es resistir el paso de corriente hasta cierto punto. El cuerpo de cristal es un estándar para asegurar la fiabilidad y el rendimiento a un precio rentable en la protección de circuitos.
Especificaciones:
- Fusible de cristal.
- Voltaje máximo: 250VAC/125VDC.
- Corriente máxima: 7.5A.
- Longitud: 31.75 mm.
- Diámetro: 6.35 mm.
- Serie: 312/318 (3AG).
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
Características Clave
- Fusible de cristal para protección confiable
- Dimensiones estándar de 31.75mm x 6.35mm
- Voltaje máximo de 250VAC / 125VDC
- Corriente máxima de 7.5A
- Diseño compacto para fácil instalación
- Protección contra sobrecargas eléctricas
Información adicional
| Peso | 0.01 kg |
|---|---|
| Dimensiones | 1 × 1 × 4 cm |
Opiniones de clientes
Solo los usuarios registrados que hayan comprado este producto pueden compartir su opinión.

