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Schacht 1/4 inch (6,35mm)

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46/80X1/4TC Kantenfrees 90° Onderlager 3 snijvlakken Volledige grootte weergeven

46/80X1/4TC Kantenfrees 90° Onderlager 3 snijvlakken

D=12.7 mm C=25.4 mm B=12.7 mm A=90°. Schacht Diameter=1/4 inch

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46/80X1/4TC

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€ 45.56

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46/80X1/4TC Kantenfrees 90° Onderlager 3 snijvlakken <p><a href="http://www.trend-uk.com/product/46_80X1_4TC/" target="_blank"><img 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" alt="" /></a></p> <p><img src="http://www.trend-uk.com/en/IS/graphics/templates/trend/locale/IS/product/feat_tct.jpg" alt="" width="45" height="45" border="0" /><img src="http://www.trend-uk.com/en/IS/graphics/templates/trend/locale/IS/product/feat_dnamic.jpg" alt="" width="85" height="45" border="0" /></p> <p> </p> <p> </p> <ul> <li class="hps">3 snijvlakken voor een fijnere afwerking en een langere levensduur.</li> <li class="hps">Geschikt voor laminaat, multiplex enz.</li> <li class="hps"><span id="result_box" lang="nl"> <span class="hps">Frees</span> <span class="hps">46/82</span> <span class="hps">is voorzien van twee</span> <span class="hps">lagers om de</span> <span class="hps">stabiliteit</span> <span class="hps">te verhogen door vergroting  van</span> <span class="hps">het draagvlak</span> <span class="hps">en</span> <span class="hps">is geschikt industriële</span> toepassingen.</span></li> <li class="hps"><span id="result_box" lang="nl">Kogellagers zijn los te bestellen als vervanging. (zie tabblad accessoires) B127A.</span></li> </ul> <p></p> <p> <img title="Trend professionele kantenfrees" src="http://www.trend-nl.nl/img/p/1/5/6/2/0/15620.jpg" alt="Trend professionele kantenfrees" width="300" height="347" /></p> <p> </p> <table style="height: 60px; width: 265px;" border="0"> <tbody> <tr> <td><span style="color: #888888;">D</span></td> <td style="text-align: center;"><span style="color: #888888;">12.7mm</span></td> </tr> <tr style="background-color: #e4e4e4;"> <td><span style="color: #888888;">C</span></td> <td style="text-align: center;"><span style="color: #888888;">25.4mm</span></td> </tr> <tr> <td style="text-align: center;"><span style="color: #888888;">B</span></td> <td style="text-align: center;"><span style="color: #888888;">12.7mm</span></td> </tr> <tr style="background-color: #e4e4e4;"> <td style="text-align: center;"><span style="color: #888888;">A</span></td> <td style="text-align: center;"><span style="color: #888888;">90º</span></td> </tr> <tr> <td style="text-align: center;"><span style="color: #888888;"> Schacht</span></td> <td style="text-align: center;"><span style="color: #888888;">1/4 inch<br /></span></td> </tr> </tbody> </table> <p> </p> <p></p> <p> <img src="http://www.trend-uk.com/en/IS/graphics/templates/trend/locale/IS/product/feat_tct.jpg" alt="" width="45" height="45" border="0" /> <strong> Trend Professionele TCT Frezen  (rode serie):</strong><br /> <br /> Deze professionele lijn is gericht op de meest veeleisende toepassingen in de industrie en de bewerking van hout. De producten zijn ontworpen volgens de hoogste normen en toleranties. Voor industriële toepassingen voldoen deze frezen aan de behoeften van de moderne frees technologie, waar de bewerking van de prestaties is gebaseerd op het hoogst mogelijke niveau.  De frezen zijn voorzien van een hardmetalen freeskop gesoldeerd op een stalen schacht en is ontworpen om de meeste materialen te snijden.</p> <ul> <li>Professionele en industriële TCT frezen.</li> <li>Hardmetalen freeskop gesoldeerd op een stalen schacht.</li> <li>Geschikt voor natuurlijke hout, multiplex, mdf, spaanplaat en kunststoffen (zoals b.v. massief,  gelamineerd en Corian)</li> </ul> <p><br /> <img src="http://www.trend-uk.com/en/IS/graphics/templates/trend/locale/IS/product/feat_dnamic.jpg" alt="" width="85" height="45" border="0" /> Groeffrezen met Dnamic Carbide.   <br /> <br /> Dnamic Carbide: Standtijd tot 2x langer bij harde materialen. Speciaal hardmetaal waarmee een oplossing is gevonden voor de verwerking van sterk slijtende materialen zoals MDF en TRESPA die gereedschappen snel bot maken.</p> <p></p> <p></p> <p>Catalogus 2011/2012 op blz: 18</p> <p></p> <p> </p> <p> </p> <p> </p> <p></p>
€ 37.65





 

 

  • 3 snijvlakken voor een fijnere afwerking en een langere levensduur.
  • Geschikt voor laminaat, multiplex enz.
  • Frees 46/82 is voorzien van twee lagers om de stabiliteit te verhogen door vergroting  van het draagvlak en is geschikt industriële toepassingen.
  • Kogellagers zijn los te bestellen als vervanging. (zie tabblad accessoires) B127A.



 Trend professionele kantenfrees

 

D 12.7mm
C 25.4mm
B 12.7mm
A 90º
 Schacht 1/4 inch

 



   Trend Professionele TCT Frezen  (rode serie):

Deze professionele lijn is gericht op de meest veeleisende toepassingen in de industrie en de bewerking van hout. De producten zijn ontworpen volgens de hoogste normen en toleranties. Voor industriële toepassingen voldoen deze frezen aan de behoeften van de moderne frees technologie, waar de bewerking van de prestaties is gebaseerd op het hoogst mogelijke niveau.  De frezen zijn voorzien van een hardmetalen freeskop gesoldeerd op een stalen schacht en is ontworpen om de meeste materialen te snijden.

  • Professionele en industriële TCT frezen.
  • Hardmetalen freeskop gesoldeerd op een stalen schacht.
  • Geschikt voor natuurlijke hout, multiplex, mdf, spaanplaat en kunststoffen (zoals b.v. massief,  gelamineerd en Corian)


 Groeffrezen met Dnamic Carbide.  

Dnamic Carbide: Standtijd tot 2x langer bij harde materialen. Speciaal hardmetaal waarmee een oplossing is gevonden voor de verwerking van sterk slijtende materialen zoals MDF en TRESPA die gereedschappen snel bot maken.





Catalogus 2011/2012 op blz: 18



 

 

 



Geen klantenbeoordelingen op het moment.

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46/80X1/4TC Kantenfrees 90° Onderlager 3 snijvlakken

46/80X1/4TC Kantenfrees 90° Onderlager 3 snijvlakken

D=12.7 mm C=25.4 mm B=12.7 mm A=90°. Schacht Diameter=1/4 inch

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