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Direct implementation of stochastic linearization for SDOF systems with general hysteresis
4 references·1 citing·15 second hop
Direct implementation of stochastic linearization for SDOF systems with general hysteresis (1998)Direct implementation of stochastic linea…Comparison between equivalent linearization and Gaussian closure for random vibration analysis of several nonlinear systems (1990)Comparison between equivalent…Non-gaussian closure for random vibration of non-linear oscillators (1980)Non-gaussian closure for rand…Study of the Random Vibration of Nonlinear Systems by the Gaussian Closure Technique (1978)Study of the Random Vibration…Method for Random Vibration of Hysteretic Systems (1976)Method for Random Vibration o…The Tale of Stochastic Linearization Technique: Over Half a Century of Progress (2012)The Tale of Stochastic Linear…Monte Carlo solution of structural dynamics (1972)Random vibration and statistical linearization (1990)Simulation of Stochastic Processes by Spectral Representation (1991)Stochastic Differential Equations: Theory and Applications. (1976)Cumulant-neglect closure for non-linear oscillators under random parametric and external excitations (1984)An approach to the problem of closure in non-linear stochastic mechanics (1994)A copula-based Gaussian mixture closure method for stochastic response of nonlinear dynamic systems (2019)On the numerical solution of the Fokker-Planck equation for nonlinear stochastic systems (1993)The equivalent extreme-value event and evaluation of the structural system reliability (2006)The extreme value distribution and dynamic reliability analysis of nonlinear structures with uncertain parameters (2006)An Improved Closure Method for Analysis of Nonlinear Stochastic Systems (1998)Sixty years of stochastic linearization technique (2016)Dynamic reliability analysis of nonlinear structures using a Duffing-system-based equivalent nonlinear system method (2020)Non-Gaussianclosure techniques for stationary random vibration (1985)Stochastic dynamic response analysis and reliability assessment of non-linear structures under fully non-stationary ground motions (2019)
this work references cited by second hop

References

  • 1976Method for Random Vibration of Hysteretic Systems2,686 cited
  • 1980Non-gaussian closure for random vibration of non-linear oscillators153 cited
  • 1978Study of the Random Vibration of Nonlinear Systems by the Gaussian Closure Technique135 cited
  • 1990Comparison between equivalent linearization and Gaussian closure for random vibration analysis of several nonlinear systems12 cited

Cited by

  • 2012The Tale of Stochastic Linearization Technique: Over Half a Century of Progress9 cited

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