![beha amprobe logo beha amprobe logo](userfiles/images/Beha-Amprobe%20Icons/Beha-Amprobe%20logo.jpg)
Seria de testere multifunctionale Telaris oferă doua modele de verificare a sigurantei instalatiilor electrice rezidentiale, comerciale şi industriale
Telaris Proinstall a fost creat pentru masuratori de siguranta a instalatiilor electrice cum ar fi: rezistenta izolatiei, teste RCD, rezistenta Ohm scazuta, impamantarea, impedanta în bucla, secventa fazelor.
Caracteristici generale:
- Greutate scazuta şi compact pentru portabilitate crescuta
- Testarea sigurante electrice (tip B)
- Analiza sigurantelor electrice pentru verificarea tuturo parametrilor acestora
- Memorie pentru 1000 valori masurate
- Masuratori impamantare (cu sonde optionale)
- Usor de folosit, interfata intuitiva permite folosirea rapida şi eficienta
- Masoara rezistenta izolatiei pana la 1000V DC
- Masurare bucle cu test de curent inalt
- Afisaj mare, iluminat cu unghi larg de vizualizare
- Jurnal de date pentru descarcare pe PC
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)
Pachetul de livrare contine:
- 1 Proinstall-100
- 3 cabluri test
- 3 clame crocodil
- 3 sonde
- 1 sonda cu buton de test
- 1 carcasa de protectie
- 1 curea
- 1 husa protectie
- 6 baterii 1.5V
- 1 manual de utilizare pe CD
- 1 cablu alimentare Schuko