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)
Technical data
24
Temperature compensation
NOTE
The temperature compensation is only effective if a RNG-DCC-TS
temperature sensor is connected
and
the IU0U charging
V
0,8
–0,4
0,4
0
–0,8
–1,2
24 V
0,4
–0,2
0,2
0
–0,4
–0,6
0 54510155– 3525 4030 0502
°C
12 V
mode is selected.