大学物理 ›› 2005, Vol. 24 ›› Issue (8): 21-21.
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龚善初
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摘要: 利用拉格朗日方程建立了耦合摆的矩阵方程,对失调耦合摆振动进行了分析;研究了失调耦合摆的模态局部化现象,利用MAPLE9.0计算机绘图,作出了振幅比和固有频率随参数变化的三维曲线.得出固有频率随参数ε和β的增大而增大;失调耦合摆有模态局部化现象,第一阶模态振幅比随ε的增大而增大.
关键词: 耦合摆, 振动分析, 固有频率, 失调, 模态局部化
Abstract: Through the Lagrange's equation, the matrix equation of coupled pendulums is established, the vibration of disorderly coupled pendulums is analyzed; the vibration of disorderly coupled pendulums is studied, and by using the MAPLE9.0, the three-dimensional curve of the amplitude ratio and natural frequency is drawn following the parameter change. The conclusions are that natural frequency increases with the increase of parameter ε and β; the disorder of coupled pendulums has a mode localization phenomena, at the first-order mode localization phenomena, the amplitude ratio increases with the increase of parameter ε.
Key words: coupled pendulums, vibration analysis, natural frequency, disorder, mode localization
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龚善初. 失调耦合摆振动分析[J]. 大学物理, 2005, 24(8): 21-21.
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