![beha amprobe logo beha amprobe logo](userfiles/images/Beha-Amprobe%20Icons/Beha-Amprobe%20logo.jpg)
Termometru digital portabil compatibicul cu termocuple externe tip K, J, R, S, T, E, N.
Caracteristici generale:
- Masurarea temperaturii cu ajutorul celor doua sonde (tip K, J, R, S, T, E, N)
- Masurarea diferentei de temperatura
- Scara de temperatura grade C şi F
- Memorie valori masurate
- Valori MIN şi MAX
- Ecran iluminat
- Oprire automata
- T1 şi T2, diferenta de temperatura
- Rezistent la socuri
- Alarma vizuala si audio
- Ecran multifunctional pentru T1, T2 si diferenta de temperatura
- Ceas si data
- Interfata USB
- Software analiza inclus
- Jurnal date pentru 16.000 valori
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)
Pachetul de livrare contine:
- 1 termometru TMD-56
- 2 sonde cu fir tip K
- 1 cablu USB
- 1 CD cu software
- 4 baterii 1.5V AAA
- Manual de utilizare