hpmont HD3L Series, User Manual, Page: 65 / 109

Chapter 6 Function Introduction Shenzhen Hpmont Technology Co., Ltd.
―
54
―
HD3L Series Controller User Manual
6.2.8 F07: Asyn. Motor Parameters
The relationship between rated torque current, idling excitation current and rated current of motor is:
Rated torque current F07
.
05 F07
.
02
Idling excitation current F07
.
11 1 F07
.
05
2
F07
.
02
Mutual inductance F07
.
10
F07
.
01
2
√
3π F07
.
03 F07
.
11
F07
.
09
Ref. Code Function Description Setting Range [Default]
F07.00 Rated power of motor 0.2 - 400.0kW
[Depend on motor]
F07.01 Rated voltage of motor 0V – HD3L rated Voltage
[Depend on motor]
F07.02 Rated current of motor 0.0 - 999.9A [Depend on motor]
F07.03 Rated frequency of motor 1.00 - 100.00 [50.00Hz]
F07.04 Rated RPM of motor 1 - 24000 [1440rpm]
F07.05 Power factor of motor 0.001 - 1.000 [Depend on motor]
F07.06 Motor parameter auto-tuning 0 - 2 [0]
0: Auto-tuning is disabled.
1: Stationary auto-tuning.
2: Rotary auto-tuning.
Motor auto-tuning:
•
In the process of stationary auto-tuning, the stator resistance (F07.07), rotor resistance (F07.08) and
leakage inductance (F07.09) will be auto-measured and written into F07.07, F07.08 and F07.09
automatically.
•
For mutual inductance (F07.10) and idling excitation current (F07.11).
•
At stationary auto-tuning (F07.06 = 1), it will auto calculate according to F07.05 and F07.02, then write
the result into F07.10 and F07.11;
•
At rotary auto-tuning (F07.06 = 2), the motor will be at rotary status and the auto-measured value will
be written into F07.10 and F07.11.
•
When the motor is in rotary status, oscillation and even overcurrent might occur. In this case, press the
key to stop auto-tuning and then properly adjust the F07.21 (oscollation-suppression mode) and
F07.22 (oscollation-suppression coefficient) to mitigate the possible oscillation.
Note: The auto-tuning is enabled only in keypad control mode (F00.05 = 0).
L
m
R1=F07.07 (Stator resistance)
R2=F07.08 (Rotor resistance)
Io=F07.11 (Excitation current)
R1 R2 LI
I1 I2
S
1-S
R2
LI
LI=F07.09 (Leakage inductance)
Lm=F07.10 (Mutual inductance)
S=Slip ratio
U1
Io