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Study on the free vibration of odd power oscillators

机译:奇功率振荡器自由振动研究

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摘要

The cycle formula of undamped free vibration of odd power oscillators has been gotten by theoretical analysis. The formula shows that the cycle is related to the initial conditions. The numerical experiments reveal that there are three states such as damped oscillation, critical damped oscillation and overdamped oscillation while an odd power oscillator moves in linear damping force. These situations are same as that of a linear oscillator. Unlike the linear oscillator, the critical damping constant of an odd power oscillator is related to the initial conditions. The quantitative expression of the critical damping constant changing with system parameters and initial conditions has been obtained. By analyzing of numerical experimental data, the exponential decay law of the amplitude of an odd power oscillator which moves in damped state has been discovered.
机译:通过理论分析,已经得到了奇波振荡器的无阻尼自由振动的循环公式。公式表明,该周期与初始条件有关。数值实验表明,存在诸如阻尼振荡,临界阻尼振荡和覆盖振荡的三种状态,而奇功率振荡器以线性阻尼力移动。这些情况与线性振荡器的情况相同。与线性振荡器不同,奇波振荡器的临界阻尼常数与初始条件有关。获得了系统参数和初始条件的临界阻尼恒定变换的定量表达。通过分析数值实验数据,已经发现了在阻尼状态下移动的奇波振荡器幅度的指数衰减定律。

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