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- W2581394372 abstract "Response distribution of a nonlinear system subjected to non-Gaussian random excitation is investigated. The excitation is assumed to be a stationary stochastic process characterized by the non-Gaussian probability density and the power spectrum with a wide range of bandwidth. As an asymmetric probability density of the excitation, gamma distribution is used, and Laplace distribution is also used for comparison with the asymmetric distribution. Monte Carlo simulations are carried out to obtain the stationary response distributions of a Duffing oscillator and an asymmetric nonlinear system subjected to the non-Gaussian excitations. It is shown that the response distribution varies markedly depending on the bandwidth and non- Gaussianity of the excitation Particularly, the effect of the asymmetry of the excitation appears clearly m the response distribution when the excitation bandwidth is narrow." @default.
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- W2581394372 date "2013-01-01" @default.
- W2581394372 modified "2023-09-26" @default.
- W2581394372 title "21409 Response Distribution of Nonlinear Systems Subjected to Non-Gaussian Random Eχcitation with Asymmetric Probability Density" @default.
- W2581394372 doi "https://doi.org/10.1299/jsmekanto.2013.19.599" @default.
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