Descripción
Descripcion
- Conector mecánico fabricado en bronce.
- Para realizar empalme o unión de cable a superficies planas como barras.
- Para cables calibre 4-2/0 AWG
Beneficios
- Otorga un eficiente empalme entre el cable y las masas de referencias.
- Fácil de instalar.
- Viable para conexiones que no requieran soldadura exotérmica.
- Permite la conexión mediante un empalme mecánico.
Medidas
- A: 2.5 cm.
- B: 1.5 cm.
- C: 3 cm.
- D: 3.5 cm.
- E: 3/4'
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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-CU-2/0-209514
</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;">
63
</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-CU-2/0
</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;">
2026-04-03 02:29:44
</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">
<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/354783/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;">
$183
</span>
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Conector para Cable (4 - 2/0) a Superficie Plana o Barra.
$188.59
En
Stock:
63
artículos
Marca:
LINKEDPRO BY EPCOM
Modelo:
LP-CU-2/0
Cantidad:
(63 disponibles)
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Términos y condiciones
Garantía de devolución de 30 días
Envío: 2-3 días laborales
Conector para Cable (4 - 2/0) a Superfic
★★★★
★
1 / 1
$188.59
Modelo: LP-CU-2/0
Marca: LINKEDPRO BY EPCOM
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Descripción
Descripcion
- Conector mecánico fabricado en bronce.
- Para realizar empalme o unión de cable a superficies planas como barras.
- Para cables calibre 4-2/0 AWG
Beneficios
- Otorga un eficiente empalme entre el cable y las masas de referencias.
- Fácil de instalar.
- Viable para conexiones que no requieran soldadura exotérmica.
- Permite la conexión mediante un empalme mecánico.
Medidas
- A: 2.5 cm.
- B: 1.5 cm.
- C: 3 cm.
- D: 3.5 cm.
- E: 3/4'