Saltar enlaces
Chazo para fijación de cargas medias y pesadas. Se puede utilizar en substratos macizos y huecos.
No se pudo obtener el video del producto.
  • Piedra natural, hormigón.
  • Yeso acartonado.
  • Ladrillo.
  • Ladrillo refractario
  • Madera maciza.
  • Concreto
  • Fabricado en nylon de alta resistencia.
  • Aletas prominentes evitan que el taco gire en falso en cualquier
    tipo de material (Fig. 1)
  • Con su cuerpo reforzado, tiene gran poder de fijación en varios
    tipos de substratos.
  • En superficies macizas el taco se expande y en superficies
    huecas el chazo se deforma y contrae permitiendo una excelente
    fijación.
  • Posee una base con diseño especial, con un anillo rebatible por
    lo que se puede utilizar en orificios pasante y no pasante.
  • El chazo Shark cuando se utiliza en substratos huecos se deforma
    y genera el efecto nudo. El cuerpo del taco se contorsiona sobre
    el tornillo. La fijación entre el tornillo y el substrato se da por
    efecto nudo.
  • Evita la expansión previa del taco durante la fijación de las
    piezas, por lo que el mismo no se desgasta.
  • Resistente a las inclemencias climáticas y al envejecimiento.
  • Sin halógenos (exento de flúor, cloro y bromo) y sin silicona.
  • Resistencia térmica: -40°C hasta +100°C.
  • Fijación de la más variada cantidad de substratos.

modo_de_uso

<ul> <li>Perfore el sustrato</li> <li>Limpie el orificio</li> <li>Inserte el taco</li> <li>Ajuste el tornillo</li> </ul>

notas

<p>Puede ser utilizado en exteriores y en ambientes húmedos. En tales casos el tornillo debe ser de acero inoxidable.</p>

principales_ventajas

<ul> <li>Deformación del chazo en todos los<br />materiales huecos y expansión en todos los<br />materiales macizos.</li> <li>Fuerza de apriete reducida con gran<br />capacidad de carga.</li> <li>Indicado para todo tipo de tornillo.</li> </ul>

tabla_medidas

<p><img src="data:image/png;base64,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" alt="" /></p>
[mostrar_productos_con_pdf]
REF: 5906-206-35
CHAZO PLA SHARK PRO 6X35MM

$625

ProductoNombre y descripciónAcción
CHAZO PLA SHARK PRO 10X56MM
Chazo para fijación de cargas medias y pesadas. Se puede utilizar en substratos macizos y huecos.
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