6. NORMAL GAIN ADJUSTMENT
6 - 19
(c) Parameter adjustment
1) [Pr. PB09 Speed loop gain]
This parameter determines the response level of the speed control loop. Increasing this value
enhances response but a too high value will make the mechanical system liable to vibrate. The
actual response frequency of the speed loop is as indicated in the following expression.
Speed loop response frequency [Hz] =
(1 + ࠨࡏࡕ࠲ߦኻߔࠆ⽶⩄ᘠᕈࡕࡔࡦ࠻Ყ) × 2Ǹ
ㅦᐲᓮࠥࠗࡦ⸳ቯ୯
2) [Pr. PB10 Speed integral compensation]
To eliminate stationary deviation against a command, the speed control loop is under proportional
integral control. For the speed integral compensation, set the time constant of this integral
control. Increasing the setting lowers the response level. However, if the load to motor inertia
ratio is large or the mechanical system has any vibratory element, the mechanical system is liable
to vibrate unless the setting is increased to some degree. The guideline is as indicated in the
following expression.
Speed integral compensation setting [ms]
҆
2000㨪3000
ㅦᐲᓮࠥࠗࡦ⸳ቯ୯/(1 + ࠨࡏࡕ࠲ߦኻߔࠆ⽶⩄ᘠᕈࡕࡔࡦ࠻Ყ⸳ቯ୯)
3) [Pr. PB07 Model loop gain]
This parameter determines the response level to a speed command. Increasing the value
improves track ability to a speed command, but a too high value will make overshoot liable to
occur at settling.
Model loop gain guideline
(1 + ࠨࡏࡕ࠲ߦኻߔࠆ
⽶⩄ᘠᕈࡕࡔࡦ࠻Ყ
)
ㅦᐲᓮࠥࠗࡦ
⸳ቯ୯
×
8
1
4
1
㨪
(2) For position control
(a) Parameter
The following parameters are used for gain adjustment.
Parameter Symbol Name
PB06 GD2 Load to motor inertia ratio
PB07 PG1 Model loop gain
PB08 PG2 Position loop gain
PB09 VG2 Speed loop gain
PB10 VIC Speed integral compensation
Speed loop gain setting
(1 + Load to motor inertia ratio) × 2Ƈ
Speed loop gain setting/(1 + Load to motor inertia ratio setting)
Speed loop gain setting
(1 + Load to motor inertia ratio) × 2Ƈ
To Next Page
Loading...
