[1] Nayfey A H,Mook D T.Nonlinear Oscillations[M].New York:A Wiley Interscience Publication,1979,92-98.
[2] CHEN Yu-shu.Bifurcation and Chaos Theory of Nonlinear Vibration Systems[M].Beijing:High Education Press,1993,180-198.(in Chinese)
[3] DING Hao-jiang,CHEN Wei-qiu,LIU Zhong.Solutions to equations of vibrations of spherical and cylindrical shells[J].Applied Mathematics and Mechanics(English Edition),1995,16(1):1-15.
[4] LING Fu-hua.Numerical analytical of periodic solution of nonlinear oscillation systems[J].Applied Mathematics and Mechanics(English Edition),1983,4(4):525-546.
[5] LING Fu-hua.Numerical treatments of a periodic motion and its stability of nonlinear oscillation systems[J].Advanced in Mechanics,,1986,16(1):14-27.(in Chinese)
[6] Rosenberg R M,Atkinson C P.On the natural modes and their stability in nonlinear two-degree-of-freedom system[J].J Appl Mech,1959,26(3):377-385.
[7] Hara T.On the unif orm ultimate boundedness of the solutions of certain third order differential equations[J].J Math Anal Appl,1981,80(5):533-544.
[8] WANG Lian,WANG M u-qiu.On periodic solution of higher order nonlinear periodical system[J].Ann Differential Equations,1987,3(1):15-26.
[9] Lasall J,Lef schtz S.Stability by Liapunov.s Direct Method with Application[M].New York:Academic Press,1961,121-123. |
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