A reduced-order model for complex modes of brake squeal model and its application to a flexible pin-on-disc system (Q1664601)

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scientific article; zbMATH DE number 6925480
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A reduced-order model for complex modes of brake squeal model and its application to a flexible pin-on-disc system
scientific article; zbMATH DE number 6925480

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    A reduced-order model for complex modes of brake squeal model and its application to a flexible pin-on-disc system (English)
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    27 August 2018
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    Summary: Brake squeal is often analytically studied by a complex eigenvalue analysis of linearized models of the brake assembly that is usually quite large. In this paper, a method for determining those frequencies having the most effect on the pair of coupling frequencies that saves much time is put forward and a reduced-order model is presented based on the complex modes theory. The reduced-order model is proved to be effective when applied to a flexible pin-on-disc system; even damping and nonlinearity are taken into consideration. This reduced-order model can predict the onset of squeal as well as the squeal frequency with sufficient accuracy and largely reduced amount of calculation and gives us a practical guide to perform design optimization in order to reduce brake squeal.
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