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基于移动有限元法的裂纹梁振动分析
引用本文:梁岗,曹沛,唐炯,沈晴,李心爽.基于移动有限元法的裂纹梁振动分析[J].动力学与控制学报,2017,15(2):136-141.
作者姓名:梁岗  曹沛  唐炯  沈晴  李心爽
作者单位:1. 上海海事大学物流工程学院,上海,201306;2. 上海振华重工(集团)股份有限公司,上海,200125;3. 美国康涅狄格大学机械工程系, 美国
摘    要:采用移动有限元法和局部柔度法对移动质量作用下含裂纹简支梁进行了振动计算分析.计算考虑了裂纹和移动质量的相对位置对梁固有频率的影响,以及移动质量在不同位置、速度情况下对裂纹梁的动力响应的影响.结果分析表明,裂纹与移动质量的存在会使得梁的动态位移有不同程度的增大,且随着移动质量位置和裂纹位置的改变会使得梁的固有频率变小.

关 键 词:移动有限元  简支梁  张开裂纹  固有频率  动力响应

Vibration analysis of a cracked beam bases on moving finite element approach
Liang Gang,Cao Pei,Tang Jiong,Shen Qing and Li Xinshuang.Vibration analysis of a cracked beam bases on moving finite element approach[J].Journal of Dynamics and Control,2017,15(2):136-141.
Authors:Liang Gang  Cao Pei  Tang Jiong  Shen Qing and Li Xinshuang
Abstract:The vibration of a cracked beam due to a moving mass is investigated by using the moving finite element method and the local flexibility method. The effect of the relative position and relative depth of the crack on the natural frequency and the dynamic response of the cracked beam under different velocity are discussed through the numerical calculation. The analysis shows that the crack and the moving mass increase the dynamic displacement of beam, but decrease the coupling frequency of the system in a certain degree. Meanwhile, with the increase of the speed of moving mass and the relative depth of crack, the dynamic response of the beam is apt to increase.
Keywords:Moving finite element  Simple support beam  Open crack  Natural frequency  Dynamic response
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