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Finite element analysis of dynamic response and structure borne noise of gearbox 被引量:4

Finite element analysis of dynamic response and structure borne noise of gearbox
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摘要 A dynamic finite element method combined with finite element mixed formula for contact problem is used to analyze the dynamic characteristics of gear system. Considering the stiffness excitation, error excitation and meshing shock excitation, the dynamic finite element model is established for the entire gear system which includes gears, shafts, bearings and gearbox housing. By the software of I-DEAS, the natural frequency, normal mode, dynamic time-domain response, frequency-domain response and one-third octave velocity grade structure borne noise of gear system are studied by the method of theoretical modal analysis and dynamic response analysis. The maximum values of vibration and structure borne noise are occurred at the mesh frequency of output grade gearing. A dynamic finite element method combined with finite element mixed formula for contact problem is used to analyze the dynamic characteristics of gear system. Considering the stiffness excitation, error excitation and meshing shock excitation, the dynamic finite element model is established for the entire gear system which includes gears, shafts, bearings and gearbox housing. By the software of I-DEAS, the natural frequency, normal mode, dynamic time-domain response, frequency-domain response and one-third octave velocity grade structure borne noise of gear system are studied by the method of theoretical modal analysis and dynamic response analysis. The maximum values of vibration and structure borne noise are occurred at the mesh frequency of output grade gearing.
出处 《Journal of Chongqing University》 CAS 2007年第2期119-124,共6页 重庆大学学报(英文版)
基金 Funded by the Natural Science Foundation of China (No. 50675232) the Natural Science Foundation of CQ CSTC (2006BB3008)
关键词 变速箱 有限元分析 分析方法 动态响应 机械结构 aear system finite element method: modal analysis response analyses structure borne noise
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  • 1李润方,齿轮系统动力学,1997年

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