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Fresa estándar con sistema de dientes escalonados para el mecanizado universal de acero con una dureza de < 60 HRC.
No se pudo obtener el video del producto.
  • Desbarbado.
  • Trabajos en contornos.
  • Mecanizado de superficies, procesamiento de cordones de soldadura, conformación, biselado/redondeado de bordes.

Formulario

Forma cilíndrica con dentado frontal

Diámetro de la cabeza x longitud del filo de corte

9,6 x 19 mm

Longitud

64 mm

Diámetro del vástago

6 mm

Material a procesar

Acero
Metal colado
Acero inoxidable
Aleación especial
Materiales duros y resistentes
Metal no ferroso

Se puede utilizar para durezas de hasta

60 HRC

Calidad

Estándar de Würth

Tipo de dientes

MX

Material de corte

Metal duro

Superficie

Bruñido

Vida útil (sistema de puntos)

2 de 4 puntos

Eficiencia de corte (sistema de puntos)

2 de 4 puntos

Calidad/acabado de la superficie (sistema de puntos)

2 de 4 puntos

Versatilidad (sistema de puntos)

3 de 4 puntos

Comportamiento guía (sistema de puntos)

2 de 4 puntos

Estilo del vástago

Cilíndrico

datos_tecnicos

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" alt="" /></p>

principales_ventajas

<ul> <li><span style="box-sizing: border-box; color: #626a77; font-family: 'Open Sans', sans-serif; font-size: 14px; background-color: #ffffff; vertical-align: inherit;"><span style="box-sizing: border-box; vertical-align: inherit;">Gran remoción de material.</span></span></li> <li><span style="box-sizing: border-box; color: #626a77; font-family: 'Open Sans', sans-serif; font-size: 14px; background-color: #ffffff; vertical-align: inherit;"><span style="box-sizing: border-box; vertical-align: inherit;"> Acabado superficial de alta calidad.</span></span></li> <li><span style="box-sizing: border-box; color: #626a77; font-family: 'Open Sans', sans-serif; font-size: 14px; background-color: #ffffff; vertical-align: inherit;"><span style="box-sizing: border-box; vertical-align: inherit;">Mayor durabilidad.</span></span></li> <li><span style="box-sizing: border-box; color: #626a77; font-family: 'Open Sans', sans-serif; font-size: 14px; background-color: #ffffff; vertical-align: inherit;"><span style="box-sizing: border-box; vertical-align: inherit;">Soldadura interna entre la punta y la varilla.</span></span></li> </ul>
[mostrar_productos_con_pdf]
REF: 0616-001-031
FRES MET CILND DENT FRNT D9.6XL19XLT64MM

$155,577

ProductoNombre y descripciónAcción
FRESA MET ARQUEADA PUNTA D9.6XL19XLT64MM
El dentado MX para todo propósito es adecuado para trabajos en acero inox., acero por debajo de 60 HRC, hierro de fundición, cordones de soldadura, aceros templados y plásticos duros
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FRESA MET CILIND DENT FRONT D6XL18XLT0MMFRESA MET CILIND DENT FRONT D6XL18XLT0MM
El dentado MX para todo propósito es adecuado para trabajos en acero inox., acero por debajo de 60 HRC, hierro de fundición, cordones de soldadura, aceros templados y plásticos duros Buen acabado de la superficie con una gran remoción de material El tiemp
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FRESA MET CILIND DENT FRONT D12XL25XLT70MM
El dentado MX para todo propósito es adecuado para trabajos en acero inox., acero por debajo de 60 HRC, hierro de fundición, cordones de soldadura, aceros templados y plásticos duros Buen acabado de la superficie con una gran remoción de material El tiemp
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FRESA ALU CILIND. DENT FRONT D6XL16MM
Para trabajos primarios en máquinas con una gran remoción de material, dejando buena calidad en la terminación de la superficie.
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FRESA ALU CILIND DENT FRONT D12XL25MM
Para trabajos primarios en máquinas con una gran remoción de material, dejando buena calidad en la terminación de la superficie.
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FRESA ALU CILIND REDONDEADA D12XL25MM
Para trabajos primarios en máquinas con una gran remoción de material, dejando buena calidad en la terminación de la superficie.
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FRESA MET ESFERICA D9.6XL4.7XLT54MM
El dentado MX para todo propósito es adecuado para trabajos en acero inox., acero por debajo de 60 HRC, hierro de fundición, cordones de soldadura, aceros templados y plásticos duros Buen acabado de la superficie con una gran remoción de material El tiemp
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FRESA MET ARQUEADA REDOND D6XL18XLT50MM
FRESAS METÁLICAS CON DENTADO MX
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FRESA MET HISOPO D6XL10XLT50MM
El dentado MX para todo propósito es adecuado para trabajos en acero inox., acero por debajo de 60 HRC, hierro de fundición, cordones de soldadura, aceros templados y plásticos duros Buen acabado de la superficie con una gran remoción de material El tiemp
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FRESA MET CON. p
Forma oval con punta redonda
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FRESA MET CONICA REDOND D10XL20XLTX65
El dentado MX para todo propósito es adecuado para trabajos en acero inox., acero por debajo de 60 HRC, hierro de fundición, cordones de soldadura, aceros templados y plásticos duros
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6390005504

Convenio

1309

Ahorros

4-0850-3-01106-8

Cuenta corriente

23776940139

Convenio

31299