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![Bügelmessschraube / Mikrometer, antimagnetisch](https://wepo24.de/media/image/b0/b2/10/M1175adf2a1590a23_600x600.jpg)
- Artikel-Nr.: MM117-01018038
Bügelmessschraube / Mikrometer, antimagnetisch antimagnetische Ausführung mit... mehr
Produktinformationen "Bügelmessschraube / Mikrometer, antimagnetisch"
Bügelmessschraube / Mikrometer, antimagnetisch
antimagnetische Ausführung
mit Friktionsratsche
mit gehärteten Spezialstahl-Messflächen
Messtrommel mattverchromt
Messspindel Ø 6,5 mm
Spindelsteigung 0,5 mm
Ablesung 0,01 mm
Genauigkeit nach DIN 863
ab Messbereich 25 - 50 mm mit Einstellmaß
im Etui
Outside micrometer with counter, antimagnetic
antimagnetic
with ratchet friction timble
with hardened special measuring faces
frame chrome finished
spindle Ø 6,5 mm, thread pitch 0,5 mm
scale 0,01 mm
accuracy DIN 863
at 25 – 50 mm with standard
in case
![](data:image/png;base64,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)
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)
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)
antimagnetische Ausführung
mit Friktionsratsche
mit gehärteten Spezialstahl-Messflächen
Messtrommel mattverchromt
Messspindel Ø 6,5 mm
Spindelsteigung 0,5 mm
Ablesung 0,01 mm
Genauigkeit nach DIN 863
ab Messbereich 25 - 50 mm mit Einstellmaß
im Etui
Outside micrometer with counter, antimagnetic
antimagnetic
with ratchet friction timble
with hardened special measuring faces
frame chrome finished
spindle Ø 6,5 mm, thread pitch 0,5 mm
scale 0,01 mm
accuracy DIN 863
at 25 – 50 mm with standard
in case
Weiterführende Links zu "Bügelmessschraube / Mikrometer, antimagnetisch"
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