Este producto solo se puede comprar en cantidad de 10.
Tiras de lija abrasivas con soporte de papel y respaldo de
velcro. Diseñado para operaciones de desbaste pesado donde
la durabilidad del proceso es crucial para un lijado de calidad
No se pudo obtener el video del producto.
Este producto no tiene el metadato "aplicacion".
- Granos 80, 120, 240 y 320
- Sistema de succión y tecnología anti empaste.
- Resistencia óptima al polvo y a la humedad.
- Resistencia a la variación de temperatura durante el lijado.
- Abrasivo fabricado con abrasivos cerámicos.
principales_ventajas | <ul> <li>Rápida acción de desbaste, acabados de alta calidad y larga vida útil.</li> <li>Deja un lijado uniforme, incluso con una presión de aplicación irregular.</li> <li>Alta resistencia y durabilidad.</li> </ul> |
modo_de_uso | <ul> <li>Preparación para pintura automotriz.</li> <li>Lijado de masillas, fondos y barniz.</li> <li>Trabajos de lijado en proceso de lámina y pintura para nivelar<br />el contorno de la reparación.</li> </ul> |
condiciones_almacenamiento | <ul> <li>Almacene los discos en un lugar a temperatura entre + 5°C<br />y + 45°C y con una humedad relativa entre 45% y 65%,<br />preferiblemente en un paquete cerrado.</li> <li>No exponga los discos a ambientes cerrados con alta humedad,<br />agua o ambientes químicos ricos en solventes</li> </ul> |
datos_tecnicos | <p><img src="data:image/png;base64,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" /></p> |
[mostrar_productos_con_pdf]
REF: 08570111080
TIRA DE LIJA CERAMICO GR.80 70x420mm
$3,392
Producto | Nombre y descripción | Acción |
---|---|---|
LIJA DE BANDA -CLTH-ZC-G80-20X520MM | Ver ProductoAñadir al carrito | |
TIRA DE LIJA CERAMICO GR.120 70x420mm Tiras de lija abrasivas con soporte de papel y respaldo develcro. Diseñado para operaciones de desbaste pesado dondela durabilidad del proceso es crucial para un lijado de calidad | Ver ProductoAñadir al carrito | |
TIRA DE LIJA CERAMICO GR.240 70x420mm Tiras de lija abrasivas con soporte de papel y respaldo develcro. Diseñado para operaciones de desbaste pesado dondela durabilidad del proceso es crucial para un lijado de calidad | Ver ProductoAñadir al carrito | |
TIRA DE LIJA CERAMICO GR.320 70x420mm Tiras de lija abrasivas con soporte de papel y respaldo develcro. Diseñado para operaciones de desbaste pesado dondela durabilidad del proceso es crucial para un lijado de calida | Ver ProductoAñadir al carrito |