Polynomial Chaos for Nonlinear Random Vibrationby R. Ghanem, State Univ of New York at Buffalo, Buffalo, United States,
P. D. Spanos, State Univ of New York at Buffalo, Buffalo, United States,
Abstract: A new technique is presented for the solution of nonlinear random vibration problems. The technique is based on a spectral expansion of the random excitation and of the random response using the Karhunen-Loeve and the Polynomial Chaos representations, respectively. The analytical results are found in good agreement with pertinent Monte Carlo simulation data over a wide range of nonlinearities.
Subject Headings: Polynomials | Vibration | Nonlinear analysis | Excitation (physics) | Monte Carlo method | Data processing | Agreements and treaties | Data analysis | Europe | Monaco | Monte Carlo
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