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Liénard方程极限环的摄动-迭代法

Peturtion-Irerative Method for Limit Cycles of The Liénard Equation
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摘要 应用摄动-迭代法研究一类Liénard方程的极限环,可以依据给定的精确度求出极限环的近似解,与数值积分法作了比较,结果令人满意. The limit cycles of the Liénard equation by using the perturbation-iterative method are investigated.It shows the approximation of the limit cycles.A comparison with the numerically calculated resuls shows that the perturbation-iterative method has its advantage.
作者 林结贤
出处 《广东技术师范学院学报》 2010年第9期1-3,共3页 Journal of Guangdong Polytechnic Normal University
关键词 LIÉNARD方程 极限环 摄动-迭代法 Liénard equation limit cycles perturbation-iterative method
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  • 1徐兆.非线性力学中一种新的渐近方法[J].力学学报,1985,17(3):266-271.
  • 2Ottoy,JP.An extension of the Van der P ol oscillator. International Journal of Control . 1980
  • 3Zhao,Xu,Zhang,Lingqi.Asymptotic method for analysis of non-linear systems with two parameters. Acta Mathematica . 1986
  • 4Nayfeh AH.Perturbation Methods. . 1973
  • 5Yuste,SB,Bejarano,JD.Construction of approximate analytical solutions to a new class of non-linear oscillator equations. Journal of Sound and Vibration . 1986
  • 6Burton,TD.Non-linear oscillator limit cycle analysis using a time transformation approach. International Journal of Non Linear Mechanics . 1982
  • 7Mickens R E.perturbation procedure for the Van der Pol oscillators based on the Hopf bifurcation theorem. Journal of Sound and Vibration . 1988
  • 8Nayfeh AH,Mook DT.Nonlinear Oscillations. . 1979

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