含外激励van der Pol-Mathieu方程的非线性动力学特性分析1)
NONLINEAR DYNAMIC ANALYSIS OF A VAN DER POL-MATHIEU EQUATION WITH EXTERNAL EXCITATION1)
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含外激励van der Pol-Mathieu方程的非线性动力学特性分析1) |
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| 黄建亮, 王腾, 陈树辉 | |
NONLINEAR DYNAMIC ANALYSIS OF A VAN DER POL-MATHIEU EQUATION WITH EXTERNAL EXCITATION1) |
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| Huang Jianliang, Wang Teng, Chen Shuhui | |
| 表3用RK法和取不同谐波项项数的两时间尺度IHB法得到在$\omega=0.987 35$处的$A_{\text{max}}$和$A_{\text{min}}$的对比, 其中$A_{\text{max}}$和$A_{\text{min}}$分别是准周期运动包络线幅值的最大值和最小值 |
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| Table 3Comparison of $A_{\text{max}}$ and $A_{\text{min}}$ from the RK method and the IHB method with two time-scales with different harmonic terms at the point $\omega=0.987 35$, where $A_{\text{max}}$ and $A_{\text{min}}$ are the maximal and minimal value of envelops of the quasi-periodic motions, respectively |
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