記事
Approximate analytical methods for stationary response probability density of a SDOF system with a nonlinear spring under non-Gaussian random excitation
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Approximate analytical methods for stationary response probability density of a SDOF system with a nonlinear spring under non-Gaussian random excitation
- 資料種別
- 記事
- 著者
- Takahiro Tsuchidaほか
- 出版者
- Elsevier BV
- 出版年
- 2022-12
- 資料形態
- デジタル
- 掲載誌名
- International Journal of Non-Linear Mechanics 147
- 掲載ページ
- p.104208-
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デジタル
- 資料種別
- 記事
- 出版年月日等
- 2022-12
- 出版年（W3CDTF）
- 2022-12
- タイトル（掲載誌）
- International Journal of Non-Linear Mechanics
- 巻号年月日等（掲載誌）
- 147
- 掲載巻
- 147
- 掲載ページ
- 104208-
- 掲載年月日（W3CDTF）
- 2022-12
- ISSN（掲載誌）
- 00207462
- 出版事項（掲載誌）
- Elsevier BV
- 対象利用者
- 一般
- DOI
- 10.1016/j.ijnonlinmec.2022.104208
- 作成日（W3CDTF）
- 2022-08-27
- 著作権情報
- https://www.elsevier.com/tdm/userlicense/1.0/http://www.elsevier.com/open-access/userlicense/1.0/https://doi.org/10.15223/policy-017https://doi.org/10.15223/policy-037https://doi.org/10.15223/policy-012https://doi.org/10.15223/policy-029https://doi.org/10.15223/policy-004
- 関連情報（URI）
- 参照
- Non-stationary responses of a non-symmetric non-linear system subjected to a wide class of random excitationOn the generation of correlated time series with a given probability density functionSimulation of multi-dimensional non-gaussian non-stationary random fieldsOn the accuracy of the polynomial chaos approximationSimulation of strongly non-Gaussian processes using Karhunen–Loeve expansionResponse of Systems Under Non-Gaussian Random ExcitationsThe generation of diffusion Markovian processes with probability density function defined on part of the real axisPolynomial Chaos Decomposition for the Simulation of Non-Gaussian Nonstationary Stochastic ProcessesA new model for non-Gaussian random excitationsModeling of bounded stochastic processesEstimation of evolutionary spectra for simulation of non-stationary and non-Gaussian stochastic processesModeling strongly non-Gaussian non-stationary stochastic processes using the Iterative Translation Approximation Method and Karhunen–Loève expansionRESPONSE STATISTICS OF OCEAN STRUCTURES TO NON-LINEAR HYDRODYNAMIC LOADING PART II: NON-GAUSSIAN OCEAN WAVESGeneration of non-Gaussian stochastic processes using nonlinear filtersLinear systems and normalitySimulation of Highly Skewed Non-Gaussian Stochastic ProcessesDigital Generation of Non‐Gaussian Stochastic FieldsFormulation of Stochastic Linearization for Symmetric or Asymmetric M.D.O.F. Nonlinear SystemsSimulation of cross-correlated random field samples from sparse measurements using Bayesian compressive sensingA simple and efficient methodology to approximate a general non-Gaussian stationary stochastic vector process by a translation process with applications in wind velocity simulationTranslation processes for wind pressures on low-rise buildingsOn Structural Fatigue Under Random LoadingPeak Non-Gaussian Wind Effects for Database-Assisted Low-Rise Building DesignResponse cumulant analysis of a linear oscillator driven by Morison forceCrossings of Non‐Gaussian Translation ProcessesSimulation of second-order processes using Karhunen–Loeve expansionStochastic differential equations: an approach to the generation of continuous non-Gaussian processesA simple and efficient methodology to approximate a general non-Gaussian stationary stochastic process by a translation processDerivation and Application of the Fokker-Planck Equation to Discrete Nonlinear Dynamic Systems Subjected to White Random ExcitationSimulation of Stationary Non-Gaussian Translation ProcessesAn improved equivalent linearization procedure for non-linear systems under bounded random excitationsGeneration of non-Gaussian stationary stochastic processesEquivalent non-Gaussian excitation method for a linear system subjected to a non-Gaussian random excitationSimulation of narrowband non-Gaussian processes using envelope distributionMoment analysis of a duffing oscillator subjected to non-Gaussian random excitation by using the equivalent non-Gaussian excitation method and the equivalent linearization混合ガウスモデルを用いた非ガウス性不規則入力を受ける非線形系の応答分布解析最小クロスエントロピー法による非ガウス不規則励振系の応答解析
- 連携機関・データベース
- 国立情報学研究所 : CiNii Research
- 提供元機関・データベース
- Crossref科学研究費助成事業データベース