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A functional series expansion method for response analysis of non-linear systems subjected to random excitations

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References

1988Stochastic Linearization in Structural Dynamics196 cited
1980Non-gaussian closure for random vibration of non-linear oscillators153 cited
1975Approximate Method for Nonlinear Random Vibration147 cited
1978Study of the Random Vibration of Nonlinear Systems by the Gaussian Closure Technique135 cited
1983Random Vibration: A Survey of Recent Developments122 cited
1985Non-Gaussianclosure techniques for stationary random vibration66 cited
1983Application of Wiener-Hermite Expansion to Nonstationary Random Vibration of a Duffing Oscillator65 cited
1981Literature Review : Response of Nonlinear Mechanical Systems To Random Excitation Part I: Markov Methods50 cited
1984Techniques for Nonlinear Random Vibration Problems30 cited

Cited by

1987A comparison between non-gaussian closure and statistical linearization techniques for random vibration of a nonlinear oscillator20 cited
1995Methods of nonlinear random vibration analysis11 cited

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