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Los discos de diamante PRO HD tienen una excelente durabilidad, velocidad y potencia de corte, lo que resulta en un rendimiento superior al promedio. Consisten en un núcleo de acero de alta calidad y segmentos formados por una aleación metálica equilibrada impregnada con diamantes de alta calidad que le dan al disco una larga vida útil.
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  • Úselo en máquinas portátiles eléctricas y neumáticas para
    cortar rocas ornamentales naturales.
  • Úselo en máquinas fijas de ?borde de polietileno? (180 y 230
    mm) o de banco (350 mm).
  • Excelente durabilidad, velocidad y potencia de corte.
  • Estabilidad de corte: núcleo de alta calidad.
  • Larga vida útil: aleación de metal con diamante de alta calidad.
  • Discos especiales para cortes de 45º o ?inglete?.

restricciones_uso

<ul> <li>No exceda la velocidad máxima indicada en el disco y utilice máquinas específicamente diseñadas para el funcionamiento.</li> <li>No utilice el disco en el sentido de giro opuesto o sin asegurar la alineación y la estanqueidad, asegurando el eje de la máquina.</li> <li>No utilice el disco si el orificio no encaja perfectamente con el eje de bloqueo de la máquina</li> <li>No utilice el disco sin la cubierta protectora de la máquina, si la hay. Además de ser peligroso en caso de rotura, el desplazamiento de aire generado por la operación puede crear vibraciones en el disco, especialmente en los de mayor diámetro, aumentando el ruido y afectando la calidad del corte y la vida útil del disco.</li> <li>No utilice el disco si tiene piezas deformadas o dañadas, agrietadas o sueltas.</li> <li>No realice cortes curvos cuando no se recomienda el disco para esta operación, ya que esto deformará el disco y afectará su rendimiento futuro con problemas como desalineación, altos niveles de vibración y ruido, generando una alta probabilidad de rotura del segmento, lo que puede Causar lesiones graves a los usuarios.</li> <li>No ejerza presión más allá de la ejercida por la máquina en su configuración original y no realice movimientos bruscos durante el corte, evitando impactos en el disco.</li> <li>No corte materiales que no estén debidamente asegurados que puedan hacer que oscilen, lo que podría provocar una calidad de corte deficiente e incluso accidentes con pérdida de material o rotura del disco.</li> <li>No corte secciones grandes en una sola operación. Permita que el disco se enfríe con intervalos de tiempo entre cortes.</li> <li>No corte materiales inapropiados para la indicación del disco, ya que esto puede dar como resultado un bajo rendimiento y calidad de corte, así como una vida útil reducida del disco</li> </ul>

principales_ventajas

<ul> <li>Excelente durabilidad, velocidad y potencia de corte.</li> <li>Discos con segmentos de 10 mm de altura.</li> </ul>

modo_de_uso

<ul> <li>Siga las instrucciones de montaje y ajuste del disco exactamente como se especifica en el manual de instrucciones de cada máquina por su fabricante.</li> <li>Utilice refrigeración por agua para maximizar el rendimiento del disco, la calidad de corte y la vida útil. Los discos de corte de diamante se pueden usar sin agua, lo que reduce en gran medida su rendimiento.</li> <li>Realice cortes rectilíneos sin presión excesiva y dentro del límite de rotación indicado por el disco de acuerdo con la funcionalidad de la máquina. Respete siempre la dureza y resistencia que presenta el material a cortar.</li> </ul>

datos_tecnicos

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" alt="" width="230" height="146" /></p>

tabla_medidas

<table style="border-collapse: collapse; width: 100%;" border="1"> <tbody> <tr style="height: 90px;"> <td style="width: 11.1111%; height: 90px; text-align: center;">ØD Diámetro del<br />disco (mm</td> <td style="width: 11.1111%; height: 90px; text-align: center;">ØH Agujero<br />central (mm)</td> <td style="width: 11.1111%; height: 90px; text-align: center;">X<br />Altura del segmento<br />o corona (mm</td> <td style="width: 11.1111%; height: 90px; text-align: center;">E<br />Espesor del<br />disco (mm)</td> <td style="width: 11.1111%; height: 90px; text-align: center;">T<br />Espesor del segmento<br />(mm)</td> <td style="width: 1.97628%; height: 90px; text-align: center;">Descripción del disco</td> <td style="width: 29.488%; height: 90px; text-align: center;" colspan="2">Art. Nº <br />U/E</td> </tr> <tr style="height: 18px;"> <td style="width: 11.1111%; height: 18px; text-align: center;">115</td> <td style="width: 11.1111%; height: 18px; text-align: center;">22,23</td> <td style="width: 11.1111%; height: 18px; text-align: center;">10</td> <td style="width: 11.1111%; height: 18px; text-align: center;">1,40</td> <td style="width: 11.1111%; height: 18px; text-align: center;">2,20</td> <td style="width: 1.97628%; height: 18px; text-align: center;">Segmentado</td> <td style="width: 29.488%; height: 18px; text-align: center;" colspan="2">0668 115 223</td> </tr> <tr style="height: 18px;"> <td style="width: 11.1111%; height: 36px; text-align: center;" rowspan="2">180</td> <td style="width: 11.1111%; height: 36px; text-align: center;" rowspan="2">22,23</td> <td style="width: 11.1111%; height: 36px; text-align: center;" rowspan="2">10</td> <td style="width: 11.1111%; height: 36px; text-align: center;" rowspan="2">1,60</td> <td style="width: 11.1111%; height: 36px; text-align: center;" rowspan="2">2,40</td> <td style="width: 1.97628%; height: 18px; text-align: center;">Tubo</td> <td style="width: 29.488%; height: 18px; text-align: center;" colspan="2">0668 180 122</td> </tr> <tr style="height: 18px;"> <td style="width: 1.97628%; height: 18px; text-align: center;">Segmentado</td> <td style="width: 29.488%; height: 18px; text-align: center;" colspan="2">0668 180 121</td> </tr> <tr style="height: 18px;"> <td style="width: 11.1111%; height: 54px; text-align: center;" rowspan="2">230</td> <td style="width: 11.1111%; height: 54px; text-align: center;" rowspan="2">22,23</td> <td style="width: 11.1111%; height: 54px; text-align: center;" rowspan="2">10</td> <td style="width: 11.1111%; height: 54px; text-align: center;" rowspan="2">1,80</td> <td style="width: 11.1111%; height: 54px; text-align: center;" rowspan="2">2,60</td> <td style="width: 1.97628%; height: 18px; text-align: center;">Tubo</td> <td style="width: 29.488%; height: 18px; text-align: center;" colspan="2">0668 230 122</td> </tr> <tr style="height: 36px;"> <td style="width: 1.97628%; height: 36px; text-align: center;">Segmentado</td> <td style="width: 29.488%; height: 36px; text-align: center;" colspan="2">0668 230 121</td> </tr> <tr style="height: 18px;"> <td style="width: 11.1111%; height: 18px; text-align: center;">350</td> <td style="width: 11.1111%; height: 18px; text-align: center;">50,00</td> <td style="width: 11.1111%; height: 18px; text-align: center;">15</td> <td style="width: 11.1111%; height: 18px; text-align: center;">2,40</td> <td style="width: 11.1111%; height: 18px; text-align: center;">3,20</td> <td style="width: 1.97628%; height: 18px; text-align: center;">Segmentado</td> <td style="width: 29.488%; height: 18px; text-align: center;" colspan="2">0668 350 112</td> </tr> </tbody> </table> <p></p>
[mostrar_productos_con_pdf]
REF: 0668115223
DISC CORTE DIA SEG 115MM PRO HD

$39,047

ProductoNombre y descripciónAcción
DISC CORTE DIA SEG 180 MM PRO HD
Los discos de diamante PRO HD tienen una excelente durabilidad, velocidad y potencia de corte, lo que resulta en un rendimiento superior al promedio. Consisten en un núcleo de acero de alta calidad y segmentos formados por una aleación metálica equilibrad
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CUTDISC DIA TURBO 180X22.23 PRO HD PIEDR
Los discos de diamante PRO HD tienen una excelente durabilidad, velocidad y potencia de corte, lo que resulta en un rendimiento superior al promedio. Consisten en un núcleo de acero de alta calidad y segmentos formados por una aleación metálica equilibrad
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DISC CORTE DIA SEG 350MM PRO HD
Los discos de diamante PRO HD tienen una excelente durabilidad, velocidad y potencia de corte, lo que resulta en un rendimiento superior al promedio. Consisten en un núcleo de acero de alta calidad y segmentos formados por una aleación metálica equilibrad
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