- Lo siento, este producto no se puede comprar.
- Lo siento, este producto no se puede comprar.
Este producto solo se puede comprar en cantidad de 2.
Cinta aislante de varios colores, adecuada para instalaciones
elƩctricas.
No se pudo obtener el video del producto.
- Aislamiento de cables elƩctricos hasta 600 V.
- ProtecciĆ³n externa en instalaciones elĆ©ctricas (circuitos elĆ©ctricos) de medio y alto voltaje.
- Adecuada para cubrir empalmes y terminaciones elĆ©ctricas, creando un recubrimiento profesional resistente a la abrasiĆ³n.
- Adecuada para proteger mangos de herramientas.
- Adecuada como capa de aislamiento contra rayos UV.
- Adecuada como capa de aislamiento contra agentes climƔticos
- Buenas propiedades dielƩctricas.
- Buena dilataciĆ³n y flexibilidad.
- Excelente adhesiĆ³n.
- No es inflamable.
- FƔcil de cortar y aplicar.
- Gran duraciĆ³n.
- Excelente memoria elĆ”stica (acepta y sigue la dilataciĆ³n y
contracciĆ³n de los objetos despuĆ©s de aplicada). - Cumple las siguientes normas: RoHS / CSA / UL.
principales_ventajas | <ul> <li>Gran variedad de colores.</li> <li>Ā Aislamiento de cables elĆ©ctricos hasta<br />600V.</li> <li>Ā Cumple las normas RoHS / CSA / UL.</li> </ul> |
modo_de_uso | <ul> <li>Aislamiento de cables elĆ©ctricos hasta 600 V.</li> <li>ProtecciĆ³n externa en instalaciones elĆ©ctricas (circuitos<br />elĆ©ctricos) de medio y alto voltaje.</li> <li>Adecuada para cubrir empalmes y terminaciones elĆ©ctricas,<br />creando un recubrimiento profesional resistente a la abrasiĆ³n.</li> <li>Adecuada para proteger mangos de herramientas.</li> <li>Adecuada como capa de aislamiento contra rayos UV.</li> <li>Adecuada como capa de aislamiento contra agentes climĆ”ticos.</li> </ul> |
datos_tecnicos | <table style="border-collapse: collapse; width: 100%;" border="1"> <tbody> <tr> <td style="width: 50%;">Grosor</td> <td style="width: 50%;">0,15 mm Ā± 0,025 mm</td> </tr> <tr> <td style="width: 50%;">Ancho</td> <td style="width: 50%;">19 mm Ā± 0,5 mm</td> </tr> <tr> <td style="width: 50%;">Estiramientos</td> <td style="width: 50%;">220%</td> </tr> <tr> <td style="width: 50%;">AdhesiĆ³n sobre sĆ misma</td> <td style="width: 50%;">2,20 N/cm</td> </tr> <tr> <td style="width: 50%;">AdhesiĆ³n en acero</td> <td style="width: 50%;">2,12 N/cm</td> </tr> <tr> <td style="width: 50%;">Resistencia a la ruptura</td> <td style="width: 50%;">36,5 N/cm</td> </tr> <tr> <td style="width: 50%;">Rigidez dielĆ©ctica</td> <td style="width: 50%;">50 kV/mm</td> </tr> <tr> <td style="width: 50%;">Resistencia tĆ©rmica</td> <td style="width: 50%;">De ?25ĀŗC hasta +90ĀŗC</td> </tr> <tr> <td style="width: 50%;">Memoria elĆ”stica (150 mm<br />de longitud estimada hasta<br />280 mm a 23ĀŗC)</td> <td style="width: 50%;">RetracciĆ³n total en 10<br />minutos</td> </tr> <tr> <td style="width: 50%;">Prueba de igniciĆ³n</td> <td style="width: 50%;">No propaga el fuego</td> </tr> </tbody> </table> |
tabla_medidas | <p><img src="data:image/png;base64,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" alt="" /></p> |
[mostrar_productos_con_pdf]
REF: 098519052
CINTA AISL PVC AMARILLA 19MMX5M
$2,124
CategorĆas: aislamiento, Cinta adhesiva, Cinta aislante, Cinta aislante, Cintas adhesivas, elĆ©ctrica, normal, PVC
Producto | Nombre y descripciĆ³n | AcciĆ³n |
---|---|---|
CINTA AISL PVC AZUL 19MMX5M Cinta aislante de varios colores, adecuada para instalaciones elƩctricas. | Ver ProductoAƱadir al carrito | |
CINTA AISL PVC VERDE 19MMX5M Cinta aislante de varios colores, adecuada para instalaciones elƩctricas. | Ver ProductoAƱadir al carrito | |
CINTA AISL PVC ROJA 19MMX5M Cinta aislante de varios colores, adecuada para instalaciones elƩctricas. | Ver ProductoAƱadir al carrito | |
CINTA AISL PVC BLANCA 19MMX5M Cinta aislante de varios colores, adecuada para instalaciones elƩctricas. | Ver ProductoAƱadir al carrito |
LANZAMIENTOS MĆS RECIENTES
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Amoladoras y pulidoras
JUEGO MUELAS ABRASIVAS DIN 69170
$494,171El precio original era: $494,171.$149,900El precio actual es: $149,900.REF: 0680-10
AƱadir al carrito -
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Herramientas de impacto
MARTLL UNA P. CARPINTERO MANGO MAD.
$93,329REF: 5750-733-025
AƱadir al carrito -
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1 pieza
ESPUMA POLIURETANO PISTOLA 745ML
$84,829El precio original era: $84,829.$49,899El precio actual es: $49,899.REF: 0892-142-503
AƱadir al carrito