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Home > Bovenfrees Accessoires>Spantangen, Spanbussen, Verloopbussen, Spantangverlenging>Verloopbussen >Verloopbus van 3/8inch naar 1/2inch
Verloopbus van 3/8inch naar 1/2inch Volledige grootte weergeven
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Verloopbus van 3/8inch naar 1/2inch

Om  een frees met een schacht van 3/8 inch in een machine te kunnen plaatsen met een spantang van 1/2inch.

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CLT/SLV/95127

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€ 17.64

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Verloopbus van 3/8inch naar 1/2inch <p><a href="http://www.trend-uk.com/product/CLT_SLV_95127/" target="_blank"><img 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" alt="" /></a></p> <p>Verloopbus van 3/8inch naar 1/2inch.</p> <p>Om  een frees met een schacht van 3/8 inch in een machine te kunnen plaatsen met een spantang van 1/2inch.</p> <p> </p> <p><img title="Trend Spanbus" src="http://www.trend-nl.nl/img/p/8/3/5/1/8351.jpg" alt="Trend Spanbus" width="250" height="250" /></p> <p> </p> <table style="width: 270px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td class="black_text" bgcolor="#dddddd" width="250">Specificaties</td> <td bgcolor="#dddddd" width="10"> </td> </tr> <tr> <td colspan="3"> <table style="width: 270px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="200"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="200" height="1" border="0" /></td> </tr> <tr> <td valign="top" width="200"> <table style="width: 268px; height: 108px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="1" border="0" /></td> <td width="97"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="97" height="1" border="0" /></td> <td width="97"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="97" height="1" border="0" /></td> <td width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="1" border="0" /></td> </tr> <tr valign="top"> <td bgcolor="#f3f3f3" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="20" border="0" /></td> <td align="left" valign="middle" bgcolor="#f3f3f3" width="84">D</td> <td align="right" valign="middle" bgcolor="#f3f3f3" width="84">1/2 inch</td> <td bgcolor="#f3f3f3" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="1" border="0" /></td> </tr> <tr valign="top"> <td bgcolor="#e9e9e9" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="20" border="0" /></td> <td align="left" valign="middle" bgcolor="#e9e9e9" width="84">D</td> <td align="right" valign="middle" bgcolor="#e9e9e9" width="84">12.7 mm</td> <td bgcolor="#e9e9e9" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="1" border="0" /></td> </tr> <tr valign="top"> <td bgcolor="#f3f3f3" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="20" border="0" /></td> <td align="left" valign="middle" bgcolor="#f3f3f3" width="84">OL</td> <td align="right" valign="middle" bgcolor="#f3f3f3" width="84">30 mm</td> <td bgcolor="#f3f3f3" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="1" border="0" /></td> </tr> <tr valign="top"> <td bgcolor="#e9e9e9" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="20" border="0" /></td> <td align="left" valign="middle" bgcolor="#e9e9e9" width="84">Bore</td> <td align="right" valign="middle" bgcolor="#e9e9e9" width="84">3/8 inch</td> <td bgcolor="#e9e9e9" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="1" border="0" /></td> </tr> <tr valign="top"> <td bgcolor="#f3f3f3" width="3"><img src="http://www.trend-uk.com/en/IS/graphics/spacer.gif" alt="" width="3" height="20" border="0" /></td> <td align="left" valign="middle" bgcolor="#f3f3f3" width="84">Bore</td> <td align="right" valign="middle" bgcolor="#f3f3f3" width="84">9.5 mm</td> </tr> </tbody> </table> </td> </tr> </tbody> </table> </td> </tr> </tbody> </table> <p> </p> <p>Bij intensief gebruik is het aan te raden om een originele spantang geschikt voor uw machine aan te schaffen.</p>
€ 14.58

Verloopbus van 3/8inch naar 1/2inch.

Om  een frees met een schacht van 3/8 inch in een machine te kunnen plaatsen met een spantang van 1/2inch.

 

Trend Spanbus

 

Specificaties  
D 1/2 inch
D 12.7 mm
OL 30 mm
Bore 3/8 inch
Bore 9.5 mm

 

Bij intensief gebruik is het aan te raden om een originele spantang geschikt voor uw machine aan te schaffen.

Geen klantenbeoordelingen op het moment.

Schrijf uw recensie

Verloopbus van 3/8inch naar 1/2inch

Verloopbus van 3/8inch naar 1/2inch

Om  een frees met een schacht van 3/8 inch in een machine te kunnen plaatsen met een spantang van 1/2inch.

Schrijf uw recensie