2012Unpublished venueRequires access

Dynamic Response of Gear System with Time-varying Under Random Excitation

Li Zhang

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Abstract

Based on the dynamics of a gear system,considering characters of gear drive system,varying mesh stiffness,gear backlash and damping ratio,a model of the nonlinear gear system is developed.The nonlinear vibration is studied by using Duhamel's integrating and variable step size Runge-kutta numerical simulation methods in some parameter fields.

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What this paper is about

Based on the dynamics of a gear system,considering characters of gear drive system,varying mesh stiffness,gear backlash and damping ratio,a model of the nonlinear gear system is developed.The nonlinear vibration is studied by using Duhamel's integrating and variable step size Runge-kutta numerical simulation methods in some parameter fields.

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Available abstract

Based on the dynamics of a gear system,considering characters of gear drive system,varying mesh stiffness,gear backlash and damping ratio,a model of the nonlinear gear system is developed.The nonlinear vibration is studied by using Duhamel's integrating and variable step size Runge-kutta numerical simulation methods in some parameter fields.

Key concepts: Backlash, Nonlinear system, Stiffness, Vibration, Control theory (sociology), Engineering, Excitation, Damping ratio

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