Číselníkový úchylkoměr digitální: TESA DIGICO 600
![Číselníkový úchylkoměr digitální: Technické parametry TESA DIGICO 705 MI](data:image/png;base64,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)
Technická specifikace: |
Technický popis: |
- Rozsah: 0-12.5 mm; 0-25 mm
- Rozlišení: 0.01 mm; 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
Diskuze je prázdná.
přidat příspěvek do diskuze