Saltar enlaces
Gel decapante y pasivante empleado para remover manchas o termocoloración causada por la aplicación de temperatura en procesos de soldadura en acero inoxidable.

Limpieza de superficies de acero inoxidable sometidas a altas temperaturas o soldadura

  • Remueve la suciedad y el óxido resultante de la conformación de piezas (conformado) del calor de la soldadura.
  • Devuelve el color natural de la superficie, manteniendo el brillo.
  • Evita el uso de herramientas especiales para el desbaste y la remoción de óxido.
  • Permite un proceso rápido y económico.
  • Fácil de aplicar.
  • No escurre.

condiciones_almacenamiento

<ul> <li>Mantener el producto cerrado y en su embalaje original.</li> <li>No almacenar bajo el sol, lluvia y lejos de fuentes de ignición, chispas y llamas.</li> <li>Mantenga fuera del alcance de los niños y de los animales.</li> <li>No almacenar junto a alimentos, bebidas o medicamentos, incluso los destinados a animales.</li> <li>No almacenar en lugar con humedad excesiva y con temperatura superior a + 50 ° C.</li> <li>Validez: 12 meses a partir de la fecha de fabricación.</li> </ul>

datos_tecnicos

<p><img 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" alt="" width="330" height="166" /></p>

modo_de_uso

<ul> <li>Limpie la superficie, retirando los residuos de soldadura con un cepillo metálico.</li> <li>Aplique el producto con un pincel en el área a decapar.</li> <li>Espere por lo máximo 5 minutos y lave con cuidado el área con agua corriente.</li> <li>En caso que sea necesario, ayude la remoción con una esponja o cepillo metálico.</li> </ul>

principales_ventajas

<ul> <li>Neutralizante (pasivante) y decapante.</li> <li>Proceso rápido y económico.</li> <li>Producto en gel.</li> <li>Ayuda en el acabado de la pieza</li> </ul>

seguridad_manipulacion

<ul> <li>Después de la utilización total del producto, no reutilizar el embalaje.</li> <li>No comer, beber o fumar durante la manipulación del producto.</li> <li>Utilizar los equipos de protección adecuados para la aplicación.</li> <li>Evite cualquier contacto con los ojos. Evite contacto con la piel.</li> <li>No ingerir.</li> </ul>
[mostrar_productos_con_pdf]
REF: 0893-982
GEL DECAPANTE 1.2 KG

El precio original era: $426,978.El precio actual es: $199,900.

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