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Application of equivalent non-Gaussian excitation method for systems subjected to non-Gaussian random excitation with asymmetric probability distribution
等価非ガウス励振化法の非対称型分布をもつ非ガウス性不規則励振を受ける振動系への適用
2015
Transactions of the JSME (in Japanese)
等価非ガウス励振化法の非対称型分布をもつ非ガウス性不規則励振を受ける振動系への適用
This paper presents an application of equivalent non-Gaussian excitation method for the response analysis of systems subjected to non-Gaussian random excitation with an asymmetric probability distribution. The non-Gaussian excitation is prescribed by the probability density function and the power spectrum. The excitation is governed by the Itô stochastic differential equation. Moment equations for the response can be derived from the stochastic differential equation for the excitation and the
doi:10.1299/transjsme.15-00163
fatcat:w527gurlrjb3ddyaasuqkx3ere