2006Unpublished venueRequires access

Model reference iterative learning control

Wen Chen, F.N. Chowdhury

Open publisher page 3 citations

Abstract

This paper introduces a new formulation of the iterative learning control (ILC): in this version, the states of a plant can be steered to follow the states of a reference model that does not necessarily have the same structure as the plant. In order to achieve such an objective, the designed ILC includes a stabilization term and an iteratively updated term, as a new control input. As long as the system parameters satisfy the plant-model matching conditions, the reference model can be followed successfully. Stability of the tracking-error is proven, and an application example to a circuit system is presented to illustrate the proposed model reference iterative learning control (MRILC).

About this research paper

What this paper is about

This paper introduces a new formulation of the iterative learning control (ILC): in this version, the states of a plant can be steered to follow the states of a reference model that does not necessarily have the same structure as the plant. In order to achieve such an objective, the designed ILC includes a stabilization term and an iteratively updated term, as a new control input. As long as the system parameters satisfy the plant-model matching conditions, the reference model can be followed successfully. Stability of the tracking-error is proven, and an application example to a circuit system is presented to illustrate the proposed model reference iterative learning control (MRILC).

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

Key contribution

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Method / approach

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Available abstract

This paper introduces a new formulation of the iterative learning control (ILC): in this version, the states of a plant can be steered to follow the states of a reference model that does not necessarily have the same structure as the plant. In order to achieve such an objective, the designed ILC includes a stabilization term and an iteratively updated term, as a new control input. As long as the system parameters satisfy the plant-model matching conditions, the reference model can be followed successfully. Stability of the tracking-error is proven, and an application example to a circuit system is presented to illustrate the proposed model reference iterative learning control (MRILC).

Key concepts: Iterative learning control, Control theory (sociology), Stability (learning theory), Reference model, Computer science, Matching (statistics), Iterative method, Term (time)

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