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VALVULA DE ACOPLAMIENTO RÁPIDO Diámetro nominal 7,2 = 40 mm2. Bloques en una dirección rosca hembra.
Este producto no tiene el metadato "aplicacion".
Ancho nominal de 7,2 = 40 mm²; bloques en una dirección
  • Conéctese en segundos
  • Para uso universal
  • Funda de liberación cerrada, por lo que no hay suciedad en el interior.
  • Pasadores de bloqueo endurecidos, por lo tanto resistentes al desgaste.
  • Se puede utilizar junto con pezones de acero.
  • Sin corrosión
  • Piezas de acoplamiento de latón, lisas
  • Muelles y anillos elásticos de acero inoxidable.
  • Presión de funcionamiento 0?35 bar
  • Resistencia a la temperatura: -20°C a +100°C

principales_ventajas

<ul> <li>La conexión tarda sólo unos segundos.</li> <li>Para uso universal.</li> <li>Mango de liberación cerrada evitando que el interior<br />se ensucie.</li> <li>Por su novedoso sistema de pasadores de seguridad<br />presenta una mayor vida util a los sistemas convecionales.</li> <li>Se puede utilizar junto con los pezones de acero.</li> <li>Gracias a los materiales de fabricacion como bronce y<br />acero inoxidable evita la corrosion en el sistema.</li> <li>Gracias a un mayor diametro interior permite menores<br />perdidas de presión trabajando a presiones mas bajas<br />con menores perdidas de energia.</li> <li>Presión de trabajo: 0 - 70 bar.</li> <li>Resistencia a la temperatura: -20 ° C a + 100 ° C.</li> </ul>

datos_tecnicos

<p><img 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" alt="" /></p>

tabla_medidas

<table style="border-collapse: collapse; width: 100%;" border="1"> <tbody> <tr style="height: 36px;"> <td style="width: 20%; height: 36px; text-align: center;">Conexión</td> <td style="width: 20%; height: 36px; text-align: center;">Dia. en<br />mm</td> <td style="width: 20%; height: 36px; text-align: center;">L. en<br />mm</td> <td style="width: 20%; height: 36px; text-align: center;">D en<br />mm</td> <td style="width: 20%; height: 36px; text-align: center;">Art N°</td> </tr> <tr style="height: 18px;"> <td style="width: 20%; height: 18px; text-align: center;">1/4?</td> <td style="width: 20%; height: 18px; text-align: center;">22</td> <td style="width: 20%; height: 18px; text-align: center;">41</td> <td style="width: 20%; height: 18px; text-align: center;">27</td> <td style="width: 20%; height: 18px; text-align: center;">0699 101 4</td> </tr> <tr style="height: 18px;"> <td style="width: 20%; height: 18px; text-align: center;">3/8?</td> <td style="width: 20%; height: 18px; text-align: center;">22</td> <td style="width: 20%; height: 18px; text-align: center;">41</td> <td style="width: 20%; height: 18px; text-align: center;">27</td> <td style="width: 20%; height: 18px; text-align: center;">0699 103 8</td> </tr> <tr style="height: 18px;"> <td style="width: 20%; height: 18px; text-align: center;">1/2?</td> <td style="width: 20%; height: 18px; text-align: center;">24</td> <td style="width: 20%; height: 18px; text-align: center;">42,5</td> <td style="width: 20%; height: 18px; text-align: center;">27</td> <td style="width: 20%; height: 18px; text-align: center;">0699 101 2</td> </tr> </tbody> </table> <p></p>
[mostrar_productos_con_pdf]
REF: 0699-101-4
VALV ACOPLE RAPIDO 1/4 HMBRA BRONC LATON

$89,143

ProductoNombre y descripciónAcción
VALV ACOPLE RAPIDO 3/8IN HEMBRA ACO
Un acoplamiento de latón reduce la presión disponible para herramientas neumáticas en alrededor de 1,02 kgf/cm², mientras que el diseño de acero con una mejor tecnología de la válvula reduce con sólo 0,1 kgf/cm²
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VALV ACOPLE RAPIDO 3/8 HMBRA BRONC LATON
VALVULA ACOPLE RAPIDO 3/8″ HEMBRA – BRONCE LATON
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VALV ACOPLE RAPIDO 1/4 MACHO BRONC LATON
VALVULA ACOPLE RAPIDO 1/4″ MACHO – BRONCE LATON
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Cuenta corriente

21500274353

Cuenta corriente

6390005504

Convenio

1309

Ahorros

4-0850-3-01106-8

Cuenta corriente

23776940139

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31299