MTS Series 793 User Manual

Page 111

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How to Perform Advanced Tuning Techniques

MTS Series 793 Tuning and Calibration

Tuning Procedures

111

The Integrator Gain control becomes available by selecting, in the Station
Builder application, the Edit Dual Compensation Modes window’s Mean and
Amplitude Control.

About compensation

gain settings

When reading this section, assume that the Station Builder application has
defined a Force/Displacement dual compensation control mode and that:

The force signal is the less stable secondary feedback signal, used for
command compensation. Command programs produced by the Function
Generator
and other applications use this signal’s dimension.

The displacement signal is the more stable primary feedback signal, used by
the PIDF controller to maintain closed-loop control.

Conversion Gain

Conversion Gain applies the gain that converts the force command to a
displacement command for a PIDF or external controller.

The force signal provided by the compensator is multiplied by the following
equation to create the displacement signal used to program the PIDF or external
controller.

The Conversion Gain setting depends on the specimen stiffness. See

“Calculating conversion gain”

on page 111

Integrator Gain

The Integrator Gain improves the static accuracy when the command is paused
or stopped.

I Gain

For best performance, set I Gain as low as possible when using compensation
methods that provide mean correction. These methods include peak/valley phase
(PVP), peak/valley compensation (PVC), and arbitrary end-level compensation
(ALC).

Note

When using PVC, setting I Gain too high may result in system instability.

Calculating conversion

gain

Use this method to calculate the proper Conversion Gain setting. Assume a
Force/Displacement dual compensation control mode.

1. Set limits as appropriate and install the specimen.

2. Using the Station Manager window’s Function Generator, excite the

specimen in displacement control using a small amplitude sine wave.

Conversion Gain Value x

Full Scale Displacement

Full Scale Force

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