This article concerns the practical implications of an extended self-tuning property. The extension represents a refinement of existing asymptotic self-tuning properties, in the sense that it allows the designer to make arbitrary assumptions concerning the disturbance dynamics. The important practical consequence of this is that a simple pole-assignment self-tuner may now be designed which combines servo-tracking and regulatory closed-loop criteria. In the pure regulation case a priori parametrization of the noise dynamics can be used to aid convergence of the self-tuning algorithm. In addition, an implicit pole-assignment regulator is easily formulated from the extended self-tuner.
[1]
L. Weinberg,et al.
Automatic Feedback Control System Synthesis
,
1956
.
[2]
Björn Wittenmark,et al.
On Self Tuning Regulators
,
1973
.
[3]
B. Wittenmark.
A self-tuning predictor
,
1974
.
[4]
L. Ljung,et al.
Counterexamples to general convergence of a commonly used recursive identification method
,
1975
.
[5]
Lennart Ljung,et al.
Analysis of recursive stochastic algorithms
,
1977
.
[6]
Peter Wellstead,et al.
Servo self-tuners
,
1979
.
[7]
J. Edmunds,et al.
Self-tuning pole/zero assignment regulators
,
1979
.
[8]
Peter Wellstead,et al.
Pole assignment self-tuning regulator
,
1979
.