1 optimise current controller, Optimise current controller, 5motor control (mctrl) – Lenze 8400 HighLine User Manual

Page 238

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5

Motor control (MCTRL)

5.9

Servo control (SC)

238

Lenze · 8400 HighLine · Referenzhandbuch · DMS 10.0 EN · 06/2014 · TD05/TD14

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Special cases may require further optimisation steps:

Tip!
In order to traverse a typical speed profile for optimisation of motor control, you can also

use the basic function "

Manual jog

" with appropriately adapted manual jog parameters if

this basic function is supported by the selected technology application.

( 566)

5.9.4.1

Optimise current controller

An optimisation of the current controller is sensible since the two control parameters gain (

C00075

)

and reset time (

C00076

) depend on the required maximum current and the set switching

frequency.

• Gain and reset time can be calculated as per the following formulae:

Optimisation steps

1.

Setting the current setpoint filter (band-stop filter)

.

( 245)

• In order to suppress or damp (mechanical) resonant frequencies, a current setpoint filter is integrated in

the speed control loop which is switched off in the default setting but can be parameterised accordingly,

if required.

Then readjust the speed controller:

Optimise speed controller

.

( 239)

2.

Adapting the max. acceleration change (jerk limitation)

.

( 246)

3.

Optimising the behaviour in the field weakening range

.

( 249)

Note!

An optimisation of the current controller should generally be carried out unless a power-

adapted standard asynchronous motor is used or the motor has been selected from the

motor catalogue of the »Engineer«!

Parameter

Info

Lenze setting

Value Unit

C00075

Vp current controller

7.00 V/A

C00076

Ti current controller

10.61 ms

V

p

= Current controller gain (

C00075

)

T

i

= Current controller reset time (

C00076

)

L

ss

= Motor stator leakage inductance (

C00085

)

R

s

= Motor stator resistance (

C00084

)

T

E

= Equivalent time constant (= 500 μs)

V

p

L

ss

H

[ ]

T

E

s

[ ]

----------------

=

T

i

L

ss

H

[ ]

R

s

Ω

[ ]

----------------

=

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