2003•Unpublished venueRequires access

Vibration control of three-inertia system

G. Zhang, J. Furusho

Open publisher page 8 citations

Abstract

The speed controls of a three-inertia system with conventional PI/PID controls are discussed, the analysis procedure based on the parameter plane method is presented. It is shown that the inertia distribution of the three-inertia system dominates the dynamic behavior. The integrated design of controller and structure is studied, and it is shown that the rational distribution among the three inertias is important to improvement of the dynamic characteristic and reduction of the controller's complexity. In this case, a simple PI control can provide good performance. Furthermore, PID control contributes the rational inertia distribution. The effectiveness is verified by experiment.

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What this paper is about

The speed controls of a three-inertia system with conventional PI/PID controls are discussed, the analysis procedure based on the parameter plane method is presented. It is shown that the inertia distribution of the three-inertia system dominates the dynamic behavior. The integrated design of controller and structure is studied, and it is shown that the rational distribution among the three inertias is important to improvement of the dynamic characteristic and reduction of the controller's complexity. In this case, a simple PI control can provide good performance. Furthermore, PID control contributes the rational inertia distribution. The effectiveness is verified by experiment.

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OpenAlex reports 8 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The speed controls of a three-inertia system with conventional PI/PID controls are discussed, the analysis procedure based on the parameter plane method is presented. It is shown that the inertia distribution of the three-inertia system dominates the dynamic behavior. The integrated design of controller and structure is studied, and it is shown that the rational distribution among the three inertias is important to improvement of the dynamic characteristic and reduction of the controller's complexity. In this case, a simple PI control can provide good performance. Furthermore, PID control contributes the rational inertia distribution. The effectiveness is verified by experiment.

Key concepts: Inertia, PID controller, Control theory (sociology), Vibration, Controller (irrigation), Reduction (mathematics), Distribution (mathematics), Vibration control

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