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Numerical calculation for first excursion probabilities of linear systems
11 references·1 citing·42 second hop
Numerical calculation for first excursion probabilities of linear systems (2008)Numerical calculation for first excursion…Reliability of linear structures with parameter uncertainty under non-stationary earthquake (2005)Reliability of linear structu…Equivalent linearization and Monte Carlo simulation in stochastic dynamics (2003)Equivalent linearization and …First-Passage Failure of Quasi-Integrable Hamiltonian Systems (2002)First-Passage Failure of Quas…First excursion probabilities for linear systems by very efficient importance sampling (2001)First excursion probabilities…Importance sampling for first passage problems of nonlinear structures (1999)Importance sampling for first…Explicit solutions for the response of simple systems subjected to nonstationary random excitation (1989)Explicit solutions for the re…A first passage approximation for normal stationary random processes (1988)A first passage approximation…An Integral Equation Method for the First-Passage Problem in Random Vibration (1984)An Integral Equation Method f…First-Passage Approximations for Simple Oscillators (1980)First-Passage Approximations …First passage time for the envelope of a randomly excited linear oscillator (1976)First passage time for the en…Properties of Spectral Moments with Applications to Random Vibration (1972)Properties of Spectral Moment…First passage probability assessment of stationary non-Gaussian process using the third-order polynomial transformation (2018)First passage probability ass…Simulation and the Monte Carlo Method (1981)Stochastic Finite Elements: A Spectral Approach (1991)A half-century of stochastic equivalent linearization (2005)Linearization in Analysis of Nonlinear Stochastic Systems: Recent Results—Part I: Theory (2005)Application of spherical subset simulation method and auxiliary domain method on a benchmark reliability study (2007)Simulation and the Monte Carlo Method (2016)Probabilistic Structural Dynamics: Advanced Theory and Applications (1967)Probabilistic Theory of Structural Dynamics (1976)The stochastic finite-element method (1980)Nonlinear dynamic analysis of frames with stochastic non-Gaussian material properties (2009)Robust optimization of structures subjected to stochastic earthquake with limited information on system parameter uncertainty (2011)Explicit reliability sensitivities of linear structures with interval uncertainties under stationary stochastic excitation (2014)Some First-Passage Problems in Random Vibration (1966)First-crossing probabilities of the linear oscillator (1970)First-passage probabilities for randomly excited systems: Diffusion methods (1986)First passage times of stationary non-Gaussian structural responses (2006)Time-Dependent Structural Reliability Assessment for Nonstationary Non-Gaussian Performance Functions (2020)Simulation of Nonstationary Random Process (1967)Nonstationary response of nonlinear systems using equivalent linearization with a compact analytical form of the excitation process (2002)A reliability approximation for structures subjected to non-stationary random excitation (2009)Laplace domain method for evaluating mean-square response of simple oscillators to nonstationary excitation (2019)First-passage time for randomly excited non-linear oscillators (1986)The Generalized Cell Mapping Method in Nonlinear Random Vibration Based Upon Short-Time Gaussian Approximation (1990)First-passage failure of quasi-non-integrable-Hamiltonian systems (2001)Feedback minimization of first-passage failure of quasi non-integrable Hamiltonian systems (2002)Reliability of systems with randomly varying parameters by the path integration method (2010)Efficient solution of the first passage problem by Path Integration for normal and Poissonian white noise (2015)Digital simulation of random processes and its applications (1972)Time-Dependent Reliability Modeling and Analysis Method for Mechanics Based on Convex Process (2015)Dynamic reliability analysis for non-stationary non-Gaussian response based on the bivariate vector translation process (2021)First excursion probability of dynamical systems: A review on computational methods (2025)Dynamic response and reliability analysis of non-linear stochastic structures (2004)The extreme value distribution and dynamic reliability analysis of nonlinear structures with uncertain parameters (2006)Stochastic Dynamics of Marine Structures (2012)On the reliability of the linear oscillator and systems of coupled oscillators (1982)Approximate first-passage and extremes of narrow-band Gaussian and non-Gaussian random vibrations (1990)Prediction of Extreme Response Statistics of Narrow-Band Random Vibrations (2010)Time-Dependent Reliability Analysis Using the Total Probability Theorem (2014)Time-Dependent Reliability of Dynamic Systems Using Subset Simulation With Splitting Over a Series of Correlated Time Intervals (2014)An improved TRPD method for time-variant reliability analysis (2018)Benchmark study on reliability estimation in higher dimensions of structural systems – An overview (2006)Reliability engineering (2011)
this work references cited by second hop

References

  • 1972Properties of Spectral Moments with Applications to Random Vibration347 cited
  • 2001First excursion probabilities for linear systems by very efficient importance sampling282 cited
  • 2003Equivalent linearization and Monte Carlo simulation in stochastic dynamics152 cited
  • 1984An Integral Equation Method for the First-Passage Problem in Random Vibration77 cited
  • 2005Reliability of linear structures with parameter uncertainty under non-stationary earthquake63 cited
  • 2002First-Passage Failure of Quasi-Integrable Hamiltonian Systems60 cited
  • 1976First passage time for the envelope of a randomly excited linear oscillator53 cited
  • 1989Explicit solutions for the response of simple systems subjected to nonstationary random excitation47 cited
  • 1999Importance sampling for first passage problems of nonlinear structures45 cited
  • 1988A first passage approximation for normal stationary random processes43 cited
  • 1980First-Passage Approximations for Simple Oscillators29 cited

Cited by

  • 2018First passage probability assessment of stationary non-Gaussian process using the third-order polynomial transformation17 cited

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