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Harmonic balance approaches to the nonlinear oscillators in which the restoring force is inversely proportional to the dependent variable

机译:非线性平衡器的谐波平衡方法,其中恢复力与因变量成反比

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摘要

The second-order harmonic balance method is used to construct three approximate frequency-amplitude relations for a conservative nonlinear singular oscillator in which the restoring force is inversely proportional to the dependent variable. Two procedures are used to solve the nonlinear differential equation approximately. In the first the differential equation is rewritten in a form that does not contain the expression, while in the second the differential equation is solved directly. The approximate frequency obtained using the second procedure is more accurate than the frequency obtained with the first one and the discrepancy between the approximate frequency and the exact one is lower than 1.28%.
机译:二阶谐波平衡方法用于为保守非线性奇异振荡器构造三个近似的频率-振幅关系,其中恢复力与因变量成反比。使用两种方法近似求解非线性微分方程。在第一种情况下,微分方程以不包含表达式的形式重写,而在第二种情况下,直接求解微分方程。使用第二种方法获得的近似频率比通过第一种方法获得的近似频率更准确,并且近似频率和精确频率之间的差异低于1.28%。

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