Equations for probability density of response of dynamic systems to a class of non-Poisson random impulse process parametric excitations

机译：动态系统响应概率密度对一类非泊松随机脉冲过程参数激励的方程

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Equations for probability density of response of dynamic systems to a class of non-Poisson random impulse process parametric excitations

机译：动态系统响应概率密度对一类非泊松随机脉冲过程参数激励的方程

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《International Conference on Computational Stochastic Mechanics》|2007年||共8页
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R. Iwankiewicz;
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中图分类 O302-532;
关键词
dynamic systems; random impulses; parametric excitation; probability density; non-Poisson processes;

机译：动态系统;随机脉冲;参数励磁;概率密度;非泊松过程;

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专利

1. Equations for probability density of response of dynamic systems to a class of non-Poisson random impulse process excitations [J] . Radoslaw Iwankiewicz Probabilistic engineering mechanics . 2008,第2a3期

机译：动态系统对非泊松随机脉冲过程激励的响应概率密度方程
2. Equations for the Response Probability Density ofDynamic Systems under Multi-ComponentNon-Poisson Impulse Process Excitations [J] . Radoslaw Iwankiewicz Machine dynamics problems . 2008,第4期

机译：多分量非泊松脉冲过程激励下动态系统响应概率密度方程
3. A systematic path to non-Markovian dynamics: new response probability density function evolution equations under Gaussian coloured noise excitation [J] . Mamis K. I., Athanassoulis G. A., Kapelonis Z. G. Proceedings of the Royal Society. Mathematical, physical and engineering sciences . 2019,第2226期

机译：非马洛维人动态的系统路径：高斯彩色噪声激励下的新响应概率密度函数演化方程
4. Equations for probability density of response of dynamic systems to a class of non-Poisson random impulse process parametric excitations [C] . R. Iwankiewicz International Conference on Computational Stochastic Mechanics . 2007

机译：动态系统响应概率密度对一类非泊松随机脉冲过程参数激励的方程
5. The response probability density functions of nonlinear oscillators subjected to random excitations. [D] . Liu, Qiang. 1990

机译：受到随机激励的非线性振荡器的响应概率密度函数。
6. Impulse processing: A dynamical systems model of incremental eye movements in the visual world paradigm [O] . Anuenue Kukona, Whitney Tabor -1

机译：脉冲处理：视觉世界范式中的增量眼动态动态系统模型
7. A systematic path to non-Markovian dynamics: new response probability density function evolution equations under Gaussian coloured noise excitation [O] . K. I. Mamis, G. A. Athanassoulis, Z. G. Kapelonis 2019

机译：非马克维护动态的系统路径：高斯彩色噪声激励下的新响应概率密度函数演化方程
8. Vibration Energy Density Spectra in Response Domain for Viscous Damped Elastic Systems with Sinusoidal and Broadband Random Excitation. [R] . tait, j. n. 1974

机译：具有正弦和宽带随机激励的粘性阻尼弹性系统响应域振动能量密度谱。

Equations for probability density of response of dynamic systems to a class of non-Poisson random impulse process parametric excitations

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