DISCHARGER PR600A12V
The Discharger PR600A12V is particularly designed for testing the cranking performance (cold and warm cranking) of automotive batteries. It was developed to be the testing unit for service network of some battery plant all around the country. It is very efficient way for solving the problems during the warranty time of battery (accepting or not) and letter, for checking the used batteries (good or not good). PR600A12V reduce time and costs for battery plant. The PR600A12V performs discharge tests with selectable current values. The main characteristics of this unit are:
-maximum discharge current 600A for minimum battery voltage 9.5V;
-constant discharge current with accuracy of 10A (1,5%);
-measuring by V/F converter (10 measuring in 1s);
-forced air-cooling;
-opto-isolated drivers of switch/resistors groups;
-current setting from 10A to 600A with minimum step of 10A;
-final voltage setting from 100mV to 16V with minimum step of 10mV;
-discharge setting time from 0.1s to 60s with minimum step of 0.1s;
-load current, final voltage, test time can be entered from the front panel;
-easy upgrading and connecting with PC (operation via host computer);
-installed power of discharge resistors 9kW;
-dimensions 340x170x550mm; weight 25kg.
Technical data:
Discharge voltage range 4,5-16V
Discharge current range 10-600A
Digital voltmeter 0-16,00V
Digital ampermeter 0-600A
Digital chronometer 0-60,0s
Power supply 220V, 50Hz, 50W
Accuracy: within the range 1-100% Inom
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1,5% of set value
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Control System:
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Transistors with loads
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Control Characteristics:
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Constant current
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Control Elements:
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Main switch, START/RESET/STOP taster for discharging; SET taster for mode of operation (standby or setting); UP, DOWN, LEFT and RIGHT for setting the parameters
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Displays:
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Digital instruments for current, voltage and time
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Tone indication:
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Beeper
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Programmable Regulating Parameters:
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Current
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Programmable Termination Conditions:
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Discharge time, final voltage, discharge current
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Display/Output of Measuring Values:
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Digital instruments during the test, the last measured values flashing on displays at the end of the test until RESET
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Analogue Channels:
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Two with fixed allocation for voltage and current
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Price:
1. PR600A12V (including 1 pair of high current cables) 1250 US$.
Delivery Time: depends on quantity
Warranty Period: 1 (one) year
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) AUS DISCHARGE TESTER PR800A12V
PR800A12V je mikroprocesorski uređaj za ispitivanje olovnih starterskih akumulatora nominalnog napona 12V. Razvijen je kao posledica potrebe za malim, prenosnim, jednostavnim za rukovanje, pouzdanim i relativno jeftinim uređajem za servisiranje starterskih baterija. PR800A12V omogućava testiranje startne sposobnosti baterije strujama do 800A u trajanju od nekoliko desetina sekundi. Pri tom se vrši merenje i prikaz struje, napona, vremena, ispražnjenog kapaciteta u svakoj desetinki (0.1sec) testa.Tok ispitivanja se može pratiti preko LCD displeja, rezultati se beleže u “flash” memoriji uređaja, moguć je rad preko PC računara u realnom vremenu korišćenjem odgovarajućeg softvera kao i naknadno isčitavanje rezultata iz memorije. Softver GCDTS1.01 omogućava grafički i tabelarni prikaz rezultata, štampanje izveštaja, upoređivanje testova, arhiviranje itd. Pražnjenje je kontrolisano (struja, napon, vreme, temperatura) preko tranzistorsko otpornih grupa, dakle, disipativno. PR800A12V je opremljen satom realnog vremena sa kalendarom i rezervnim baterijskim napajanjem, velikom količinom memorije za smeštaj rezultata ispitivanja i u njemu su implementirane brojne mere zaštite.
PR800A12V je napravljen u skladu sa zahtevima iz standarda EN 60335-1/194 (Safety of hosehold and similar electrical appliances – Part 1: General requirements), odnosno Slovenačkog standarda SIST EN 60335-1, maj 1998. i ispunjava zahteve nisko naponske direktive LVD 7323 EEC. Smešten je u plastificiranu čeličnu kutiju sa gumenim nožicama i ručkom za nošenje. Sa prednje strane uređaja nalaze se LCD displej, tri kontrolna tastera, glavni prekidač i konektor za serijsku komunikaciju sa računarom. Priključci odvojivih energetskih kablova, BNC konektori za merne kablove i mrežni priključak su sa zadnje strane uređaja. Predviđena je i mogućnost terenskog rada u odsustvu mrežnog napajanja.
PR800A12V ima sledeće karakteristike:
Izbor struje pražnjenja od 0A do 800A u koracima od 100A (videti opcije); tranzistorsko otporne grupe su dimenzionisane tako da za 10V na krajevima otpornika struja kroz grupu bude 100A; ukupno ima osam istovetnih grupa;
mogućnost podešavanja minimalnog dozvoljenog napona akumulatora u toku pražnjenja u opsegu od 100mV do 16V sa minimalnim korakom od 10mV;
mogućnost podešavanja vremena pražnjenja od 0.1s do 60s sa minimalnim korakom od 0.1s;
digitalni ispis svih postavljenih veličina kao i prikaz struje, napona, vremena i ispražnjenog kapaciteta (Ah) u toku pražnjenja;
pražnjenje počinje pritiskom na start taster i traje dok se ne desi neki od sledećih događaja:
istekne postavljeno vreme pražnjenja;
u toku testa se pritisne start taster;
napon akumulatora padne ispod postavljenog napona (minimalnog dozvoljenog napona za određeni tip akumulatora);
zvučna signalizacija za događaje iz prethodne stavke;
ispis (zadržavanje) poslednjih izmerenih vrednosti struje, napona, vremena i kapaciteta nakon obavljenog testa sa mogućnošću resetovanja istih;
mogućnost isčitavanja rezultata poslednjeg testa u svakoj sekundi testa iz e2prom memorije uređaja putem LCD displeja i tastera;
mogućnost rada na PC računaru u realnom vremenu uz GCDTS1.01 softver;
ugrađen sat realnog vremena sa kalendarom i rezervnim baterijskim napajanjem (baterija od 950mAh, Varta, životni vek 10 godina);
pohranjivanje u “flash” memoriji do 1000 testova u trajanju od 20sec sa jedno-sekundnom rezolucijom ili 2000 testova trajanja do 10 sec sa mogućnošću isčitavanja putem GCDTS1.01 softvera; mogućnost rekonfiguracje uređaja putem softvera;
forsirano vazdušno hlađenje, temperaturna zaštita i softverska kontrola učestanosti testova (odnos pauza-pražnjenje);
opto-izolovane drajverske linije za tranzistorsko-otporne grupe (ukupno osam linija)
mogućnost terenskog rada bez mrežnog napajanja (napajanje iz testirane baterije…);
mogućnost odvajanja energetskih i mernih kablova od uređaja;
tačnost svih merenja je bolja od 3%, 10bitna A-D konverzija, diferencijalno merenje signala sa šenta i signala sa polnih izvoda testirane baterije; 10 merenja u 1 sec struje i napona sa računanjem kapaciteta;
prikaz merenih veličina kao i tekstualnih poruka upozorenja, navigacije i slično na LCD displeju sa 2x16 karaktera i pozadinskim osvetljenjem;
komunikacija sa PC računarom RS232 serijskom vezom;
kontrolni elementi: glavni prekidač i tasteri STARTSTOPRESETSELECT, STAND BUYSET, SCROLL;
dimenzije: XxXxXmm(ŠxVxD)
masa: Xkg;
napajanje: 230V/50Hz 30W;
mrežni osigurač T1A/250V 20mm;
temperatura ambijenta 5-40ºC.
Opcije:
strujna regulacija u opsegu od 10A do 800A sa korakom od 5A;
mogućnost nadgradnje i proširenja mogućnosti podešavanja, algoritma testiranja (kombinovnje različitih struja i vremenskih pauza u testiranju…), signalizacije itd.
Mogućnost markiranja testova na terenu sa namerom sortiranja nakon isčitavanja iz memorije…
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