Descripción
Descripción
Conector mecánico fabricado por medio de fusión en bronce para realizar la unión entre borne a cable de Cal. 1/0 AWG a 250 MCM
Beneficios
- Fácil de instalar.
- Sirve para conexión en bornes de 3/8 a 1/2 de pulgada.
- Viable para conexiones que no requieran soldadura exotérmica.
- Permite la conexión mediante un empalme mecánico.
Medidas
- A: 2.8 cm
- B: 5 cm
- C: 2.5 cm
- D: 5/8 in
- E: 1/2 in
- F: 1/2 in
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
</div>
<hr/>
<div class="product-specifications" style="text-align:left; font-size:17px;" lang="es">
<h4 style="font-weight:600; margin-bottom:18px; font-size:22px;">Ficha
tecnica</h4>
<div style="display: flex; flex-wrap: wrap; gap: 16px 0;">
<div style="width:100%;">
<div style="display: flex; gap: 24px; margin-bottom:10px;">
<div style="flex:1; background: #ecf0f1; border-radius: 8px 0 0 8px; padding: 14px 18px; font-weight:500;">
Modelo
</div>
<div style="flex:1; background: #ecf0f1; border-radius: 0 8px 8px 0; padding: 14px 18px;">
N4-LP-CB-250-176315
</div>
</div>
<div style="display: flex; gap: 24px; margin-bottom:10px;">
<div style="flex:1; background: #ecf0f1; border-radius: 8px 0 0 8px; padding: 14px 18px; font-weight:500;">
Stock
</div>
<div style="flex:1; background: #ecf0f1; border-radius: 0 8px 8px 0; padding: 14px 18px;">
99
</div>
</div>
<div style="display: flex; gap: 24px; margin-bottom:10px;">
<div style="flex:1; background: #ecf0f1; border-radius: 8px 0 0 8px; padding: 14px 18px; font-weight:500;">
Referencia
</div>
<div style="flex:1; background: #ecf0f1; border-radius: 0 8px 8px 0; padding: 14px 18px;">
LP-CB-250
</div>
</div>
<div style="display: flex; gap: 24px;">
<div style="flex:1; background: #ecf0f1; border-radius: 8px 0 0 8px; padding: 14px 18px; font-weight:500;">
Actualizado
</div>
<div style="flex:1; background: #ecf0f1; border-radius: 0 8px 8px 0; padding: 14px 18px;">
2026-03-17 13:54:17
</div>
</div>
</div>
</div>
</div>
<hr/>
</div>
</div>
<div style="margin-top:24px;">
<h4 style="font-weight:600; margin-bottom:18px; font-size:22px; text-align:left;">De
la misma marca</h4>
<div id="related-carousel" class="carousel slide" data-bs-ride="carousel">
<div class="carousel-inner">
<div class="carousel-item active">
<div class="d-flex flex-row compact-products-grid" style="gap:12px;">
<div class="compact-product-card p-2">
<a style="text-decoration: none; color: inherit;" href="/shop/lpkj647-acoplador-blindado-stp-cat6-hembra-rj45-a-rj45-hembra-354743">
<div class="image-container" style="position: relative; overflow: hidden; padding-top: 100%; background: #fff;">
<img class="card-img-top" style="position: absolute; top: 0; left: 0; width: 100%; height: 100%; object-fit: contain; padding: 10px;" src="/web/image/product.template/354743/image_1920" loading="lazy"/>
</div>
<div class="card-body mobile-card-body" style="background: #fff; text-align: left;">
<span class="fw-bold d-block mobile-main-price" style="text-align: left;">
$52
</span>
<h6 class="card-title mb-2" style="font-size: 16px; line-height: 1.2; max-height: 2.4em; overflow: hidden; display: -webkit-box; -webkit-line-clamp: 2; -webkit-box-orient: vertical; text-align: left; background: #fff;">
Acoplador Blindado (STP) Cat6 hembra RJ45 a RJ45 hembra
</h6>
</div>
</a>
</div>
<div class="compact-product-card p-2">
<a style="text-decoration: none; color: inherit;" href="/shop/lp-c6wp-cp-acoplador-industrial-rj45-rj45-categoria-6-blindado-ip67-waterproof-354783">
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Conector Mecánico Tipo Zapata para Bornes de 1/2" a Cable de Cal. 1/0 AWG a 250 MCM
$193.50
En
Stock:
99
artículos
Marca:
LINKEDPRO BY EPCOM
Modelo:
LP-CB-250
Cantidad:
(99 disponibles)
Puedes
pagar con:
Promociones
Producto agregado al carrito
Ir al carrito
Términos y condiciones
Garantía de devolución de 30 días
Envío: 2-3 días laborales
Conector Mecánico Tipo Zapata para Borne
★★★★
★
1 / 1
$193.50
Modelo: LP-CB-250
Marca: LINKEDPRO BY EPCOM
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Descripción
Descripción
Conector mecánico fabricado por medio de fusión en bronce para realizar la unión entre borne a cable de Cal. 1/0 AWG a 250 MCM
Beneficios
- Fácil de instalar.
- Sirve para conexión en bornes de 3/8 a 1/2 de pulgada.
- Viable para conexiones que no requieran soldadura exotérmica.
- Permite la conexión mediante un empalme mecánico.
Medidas
- A: 2.8 cm
- B: 5 cm
- C: 2.5 cm
- D: 5/8 in
- E: 1/2 in
- F: 1/2 in