A PCE-SD 63C egy olcsó és robusztus
kalibrálható platform mérleg. A mérlegek kalibrálása az M III
kereskedelmi osztály szerinti kalibráló irodában történik. A kalibrálható
mérleg stabil alszerkezete festett acélból és műanyaggal bevont
acélplatformból áll. A kalibrálható platform mérleg állítható magasságú
lábakkal rendelkezik, amelyek nagyon jó állást biztosítanak. A
műszer vezérlő kijelzője egy állványon található, amely
kényelmes munkamagasságban van rögzítve, és szilárdan rögzítve van a mérlegre.
A kijelző optimális olvashatóságának biztosítása
érdekében a dőlésszög megváltoztatható.
A mérleg funkciói az automatikus
tárolás, a darabszámláló funkció, a tárázási memória, a bruttó / nettó mérés, a
százalékos mérés, a határértékmérés és még sok más.
Tulajdonságok:
- kalibrálható (szállítás kalibrálással együtt)
- kétirányú RS -232 interfész
- darabszámláló funkció
- összesítő funkció
- max. / perc kijelző
- százalékos mérés
- receptmérés
- statisztikai funkció
- állati mérési funkció
- bruttó / nettó kijelző
- tara memória
- határérték mérés MIN / MAX / OK
- 3 potenciálmentes érintkező (opcionális)
- analóg kimenetek (4-20 mA / 0-10V) (opcionális)
|
Modell
|
Mérési tartomány
|
Olvashatóság
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Kalibrálási érték
|
Minimális terhelés *
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Platform mérete
|
PCE-SD 63 C
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60 kg
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20 g
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20 g
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400 g
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500 x 600 mm
|
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* A minimális terhelés az a terhelés, amelyből a
kalibráló hatóság ellenőrzi a pontosságot. A letétkezelési átviteli
platform mérleg kis súlyokat is mutat, de ezek nem használhatók felügyeleti
átruházásban.
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Kalibrációs osztály
|
M III (kalibrálva szállítva)
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Darabszámláló funkció
|
referencia darabszámlálással
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Tara funkció
|
Több tára a teljes mérési tartományban
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Felület
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RS-232 kétirányú
RS-485, LAN és USB opcionális
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Kijelző
|
LED 20 mm -es számmagassággal
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Tápegység
|
12 V / 1,4 A tápegység
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Védelmi osztály
|
IP54
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Üzemi hőmérséklet
|
- 10 °C - + 40 °C
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Befoglaló méretek
|
400 x 620 x 850 - 870 mm
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Súly
|
kb. 12 kg
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)
|
Szállítási csomag tartalma:
1 x PCE-SD C sorozat
kalibrálással
1 x
tápegység
1 x
használati utasítás