Číselníkový úchylkoměr digitální: TESA DIGICO 205/305
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)
Technická specifikace: |
Technický popis: |
- Rozsah: 0-12.5 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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- Duální LC displej, kombinace analogového a číselného zobrazení odchylky.
- Šestimístný displej, analogový ukazatel se znaménky +/- odchylky.
- Analogový displej vybaven mechanickými značkami tolerančního pole.
- Velikost číslic: 10×5 mm H×L.
- Odměřování zajištěno inkrementálním skleněným pravítkem.
- Měřicí síla ≤ 2N; Rychlost posuvu ≤ 2 m/s.
- Celokovové pouzdro, přední část s polyamidu, nerezový píst.
- Datový výstup RS232.
- Dodáváno s protokolem o kontrole a s prohlášením o shodě.
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Měřicí funkce a režimy:
ON-OFF s automatickým vypnutím, Preset mód, Přepínání směru odečítání +/-, zámek klávesnice, volba jednotek mm/in,
Diskuze je prázdná.
přidat příspěvek do diskuze