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Koji Kimura · Study

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Koji Kimura

5 works· latest 2023· 1 institutionscluster: provisionalORCID 0000-0001-6153-6384

h-index5

i101

Citations34

Works here5

95

98

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23

Most cited in this library

Non-Gaussian Equivalent Linearization for Estimation of Stochastic Response Distribution of Nonlinear Systems.1995 · 11 citations
Estimation of Non-Gaussian Response Distribution of a Nonlinear System Subjected to Random Excitation. Application to Nonwhite Excitation with Nonrational Spectrum.1998 · 7 citations
Approximate analytical methods for stationary response probability density of a SDOF system with a nonlinear spring under non-Gaussian random excitation2022 · 6 citations
Stationary response analysis for a linear system under non-Gaussian random excitation by the equivalent non-Gaussian excitation method and the Hermite moment model2023 · 5 citations
Response distribution of nonlinear systems subjected to non-Gaussian random excitation using Gaussian mixture model2015 · 5 citations

Works

5 shown

Stationary response analysis for a linear system under non-Gaussian random excitation by the equivalent non-Gaussian excitation method and the Hermite moment model

Probabilistic Engineering Mechanics·2023·2 authors·Open access

5citations

Approximate analytical methods for stationary response probability density of a SDOF system with a nonlinear spring under non-Gaussian random excitation

International Journal of Non-Linear Mechanics·2022·2 authors·Open access

6citations

Response distribution of nonlinear systems subjected to non-Gaussian random excitation using Gaussian mixture model

Transactions of the JSME (in Japanese)·2015·3 authors·Open access

5citations

Estimation of Non-Gaussian Response Distribution of a Nonlinear System Subjected to Random Excitation. Application to Nonwhite Excitation with Nonrational Spectrum.

TRANSACTIONS OF THE JAPAN SOCIETY OF MECHANICAL ENGINEERS Series C·1998·2 authors·Open access

7citations

Non-Gaussian Equivalent Linearization for Estimation of Stochastic Response Distribution of Nonlinear Systems.

TRANSACTIONS OF THE JAPAN SOCIETY OF MECHANICAL ENGINEERS Series C·1995·3 authors·Open access

11citations