Journal Article10.1109/9.50360
On implementable transfer matrices
TL;DR: In this article, a straightforward proof is given of the sufficient condition for implementable transfer matrices, and a similar result is obtained also when the controlled output is not accessible for feedback.
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Abstract: A straightforward proof is given of the sufficient condition for implementable transfer matrices. A similar result is obtained also when the controlled output is not accessible for feedback. >
read more
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TL;DR: The paper reviews three schemes for the Exact Model Matching (EMM) problem and presents two new schemes, which are logical developments of the third.
References
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Synthesis of feedback systems
Isaac Horowitz
- 01 Jan 1963
TL;DR: Synthesis of feedback systems, Synthesis of Feedback Systems, this article, synthesis of feedback system, feedback system synthesis, feedback synthesis, synthesizing feedback systems, مرکز فناوری اطلاعات و اسلاز رسانی
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Introduction to the linear algebraic method for control system design
TL;DR: In this paper, the concepts of well posedness and total stability are introduced to deal with noise and disturbance problems in the design of control systems, and the implementable transfer function is developed and is shown to solve completely pole-and-zero assignment and model matching problems.
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Algebraic theory of linear time-invariant feedback systems with two-input two-output plant and compensator
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TL;DR: An algebraic theory for linear time-invariant multi-input multi-output systems with two-input two-output plant and compensator, using the factorization approach is presented.
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Various implementations of implementable transfer matrices
Chi-Tsong Chen,Shou-Yuan Zhang +1 more
TL;DR: In this paper, a necessary condition for an overall transfer matrix to be implementable is established, and the sufficiency of the condition is established by constructing several implementations, including open-loop, unity-feedback, two-input one-output compensator and plant input-output feedback configurations.
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