Číselníkový úchylkoměr digitální: TESA DIGICO 705 MI
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)
Technická specifikace: |
Technický popis: |
- Rozsah: 0-12.5 mm
- Rozlišení: 0.001 mm
- Průměr číselníku: 58 mm
- Upínací průměr: 8h6
- Závit pro doteky: M 2,5
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- Měřicí módy ABS/REL.
- Duální LC displej, kombinace analogového a číselného zobrazení odchylky.
- Analogový displej vybaven značkami tolerančního pole.
- Rotace předního panelu displeje v rozsahu 270°.
- Velikost číslic: 10×5 mm H×L.
- Odměřování zajištěno inkrementálním skleněným pravítkem.
- Měřicí síla < 2N; Rychlost posuvu ≤ 2 m/s.
- Celokovový pouzdro, přední část s polyamidu, nerezový píst.
- Datový výstup RS232.
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Měřicí funkce a režimy:
ON-OFF s automatickým vypnutím, Preset mód, Ukládaní naměřených hodnot
Max, Min, Max-Min, Přepínání směru odečítání +/-, zámek klávesnice
Volba jednotek mm/in, úplný reset.
Stejné unkce jako Digico 600,
Určeno pro použití s dutinoměry subito
Diskuze je prázdná.
přidat příspěvek do diskuze