MULTIVARIABLE NYQUIST SELF-TUNING - A GENERAL-APPROACH
An earlier paper showed that the generalised Nyquist approach, although intrinsically a frequency-response approach, can be deployed to produce an effective multivariable self-tuning methodology. The results, however, were confined to plants with open-loop stable poles and characteristic transfer fu...
| 主要な著者: | , |
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| フォーマット: | Journal article |
| 言語: | English |
| 出版事項: |
1989
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| 要約: | An earlier paper showed that the generalised Nyquist approach, although intrinsically a frequency-response approach, can be deployed to produce an effective multivariable self-tuning methodology. The results, however, were confined to plants with open-loop stable poles and characteristic transfer functions whose branch points are all stable. The present paper develops the framework that applies to the general case. Consideration is given to fractional representations for the branches of the characteristic transfer functions, and algorithms are developed for both the computation of these representations and their implementation within a self-tuning configuration. Consideration is also given to issues of stability. The results of the paper are illustrated by numerical examples including a design study based on the open-loop unstable chemical reactor. |
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