Conector tipo T de latón para diametro 50-70 mm2 cable (1/0-2/0 AWG)
Optimiza tus instalaciones eléctricas con el conector tipo T AT-012F, diseñado para garantizar un enlace seguro, estable y de máxima conducción en derivaciones y uniones de alta exigencia. Fabricado en latón de alta pureza, este conector ofrece excelente resistencia a la corrosión, al desgaste y a las condiciones ambientales más demandantes.
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
Especificaciones Técnicas
- Fabricado en latón de alta pureza
- Diseñado para cables 1/0-2/0 AWG
- Conector tipo T para derivaciones eléctricas
- Resistencia a la corrosión y desgaste
- Conductividad eléctrica máxima en uniones críticas
- Instalación segura y estable en alta exigencia
