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The Third Superharmonic Resonance of the Belt Driver Mechanism

机译:皮带传动机构的第三次超谐共振

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The nonlinear vibration differential equation of the belt driver mechanism is established by means of Lagrange equation. According to the method of multiple scales for nonlinear vibrations the first approximate solutions and steady state solutions of the third superharmonic resonance of the system are obtained. Numerical analysis on the influences of the length, cross section area of the belt, excitation, detuning, damping and nonlinear parameters on the system are carried out. Some new dynamical phenomena are revealed.
机译:利用拉格朗日方程建立了皮带传动机构的非线性振动微分方程。根据非线性振动的多尺度方法,获得了系统第三超谐共振的第一近似解和稳态解。对皮带的长度,截面积,励磁,失谐,阻尼和非线性参数对系统的影响进行了数值分析。揭示了一些新的动力学现象。

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