EasyManua.ls Logo

Siemens SINAMICS G120D CU240D-2 DP - r5311[0...n] Moment of inertia precontrol status word; J_prectrl ZSW; p5312[0...n] Moment of inertia precontrol linear positive; J_est lin pos; p5313[0...n] Moment of inertia precontrol constant positive; J_est const pos

Siemens SINAMICS G120D CU240D-2 DP
980 pages
To Next Page IconTo Next Page
To Next Page IconTo Next Page
To Previous Page IconTo Previous Page
To Previous Page IconTo Previous Page
Loading...
SINAMICS G120D
List Manual (LH14), 01/2016, A5E33842313
411
2 Parameters
2.2 List of parameters
For bit 00:
Calculation for the constant and linear coefficients of the moment of inertia precontrol is activated. The results are
written to parameters (p5312, p5313, p5314, p5315).
For bit 01:
The moment of inertia precontrol is activated.
The moment of inertia is calculated from the currently measured load torque and the saved coefficients (p5312,
p5313, p5314, p5315).
Description: Displays the status word for the moment of inertia precontrol.
Dependency: The function module "Moment of inertia estimator" (r0108.10) must be activated for the "Moment of inertia precontrol"
function.
Not visible with application class: "Standard Drive Control" (SDC, p0096 = 1)
Refer to: p5310, p5312, p5313, p5314, p5315
Description: Setting of the linear coefficients for moment of inertia precontrol in the positive direction when the moment of inertia
estimator is active.
The estimated moment of inertia is obtained according to the following formula:
Moment of inertia (J) = linear coefficient (p5312) * load torque + constant coefficient (p5313)
Dependency: The function module "Moment of inertia estimator" (r0108.10) must be activated for the "Moment of inertia precontrol"
function.
Not visible with application class: "Standard Drive Control" (SDC, p0096 = 1)
Refer to: p5310, r5311, p5313, p5314, p5315
Description: Setting of the constant coefficients for moment of inertia precontrol in the positive direction when the moment of
inertia estimator is active.
The estimated moment of inertia is obtained according to the following formula:
Moment of inertia (J) = linear coefficient (p5312) * load torque + constant coefficient (p5313)
r5311[0...n] Moment of inertia precontrol status word / J_prectrl ZSW
Access level: 3 Calculated: - Data type: Unsigned32
Can be changed: - Scaling: - Dyn. index: DDS, p0180
Unit group: - Unit selection: - Func. diagram: -
Min Max Factory setting
- - -
Bit field: Bit Signal name 1 signal 0 signal FP
00 New measuring points are available Yes No -
01 New parameters being calculated Yes No -
02 Moment of inertia precontrol active Yes No -
03 Calculation of positive coefficients
completed
Yes No -
04 Calculation of negative coefficients
completed
Yes No -
05 Results are being written to parameter Yes No -
p5312[0...n] Moment of inertia precontrol linear positive / J_est lin pos
Access level: 3 Calculated: p0340 = 1 Data type: FloatingPoint32
Can be changed: C(3), U, T Scaling: - Dyn. index: DDS, p0180
Unit group: - Unit selection: - Func. diagram: -
Min Max Factory setting
-340.28235E36 [s^2] 340.28235E36 [s^2] 0.000000 [s^2]
p5313[0...n] Moment of inertia precontrol constant positive / J_est const pos
Access level: 3 Calculated: p0340 = 1 Data type: FloatingPoint32
Can be changed: C(3), U, T Scaling: - Dyn. index: DDS, p0180
Unit group: 25_1 Unit selection: p0100 Func. diagram: -
Min Max Factory setting
-340.28235E36 [kgm²] 340.28235E36 [kgm²] 0.000000 [kgm²]

Table of Contents

Related product manuals