Fusible 15 Amp, 250 V Tipo Americano.

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"" 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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: 15A.
• Longitud: 31.75 mm.
• Diámetro: 6.35 mm.
• Serie: 312/318 (3AG).

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