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Partial Stochastic Linearization of a Spherical Pendulum With Coriolis Damping Produced by Radial Spring and Damper
5 references·0 citing·26 second hop
Partial Stochastic Linearization of a Spherical Pendulum With Coriolis Damping Produced by Radial Spring and Damper (2015)Partial Stochastic Linearization of a Sph…Probabilistic Solutions of the Stochastic Oscillators With Even Nonlinearity in Displacement (2012)Probabilistic Solutions of th…Stochastic Dynamics and Control (2006)Stochastic Dynamics and Contr…A non-Gaussian stochastic linearization method (2006)A non-Gaussian stochastic lin…Equivalent linearization and Monte Carlo simulation in stochastic dynamics (2003)Equivalent linearization and …Non-linear stochastic response distributions by local statistical linearization (2001)Non-linear stochastic respons…Probabilistic Theory of Structural Dynamics (1976)Numerical Methods for Stochastic Control Problems in Continuous Time (1990)Stochastic controls : Hamiltonian systems and HJB equations (1999)Linear quadratic regulation of systems with stochastic parameter uncertainties (2009)Dimension Reduction of the FPK Equation via an Equivalence of Probability Flux for Additively Excited Systems (2014)Random vibration analysis with radial basis function neural networks (2021)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)Random vibration and statistical linearization (1990)Random vibration and statistical linearization (1990)Linearization in Analysis of Nonlinear Stochastic Systems (1991)A probabilistic linearization method for non-linear systems subjected to additive and multiplicative excitations (2006)Stochastic Methods in Nonlinear Structural Dynamics (2012)An asymptotic expansion-based method for a spectral approach in equivalent statistical linearization (2014)Method for Random Vibration of Hysteretic Systems (1976)A homotopic approach to domain determination and solution refinement for the stationary Fokker–Planck equation (2008)New partial differential equations governing the joint, response–excitation, probability distributions of nonlinear systems, under general stochastic excitation (2008)Beyond the Markovian assumption: response–excitation probabilistic solution to random nonlinear differential equations in the long time (2015)An Improved Closure Method for Analysis of Nonlinear Stochastic Systems (1998)The Probabilistic Solutions to Nonlinear Random Vibrations of Multi-Degree-of-Freedom Systems (1999)Numerical solution of stochastic differential equations (2016)Transient probabilistic analysis of nonlinear systems excited by correlated external and parametric Gaussian white noise (2022)
this work references cited by second hop

References

  • 2003Equivalent linearization and Monte Carlo simulation in stochastic dynamics152 cited
  • 2006Stochastic Dynamics and Control149 cited
  • 2001Non-linear stochastic response distributions by local statistical linearization46 cited
  • 2006A non-Gaussian stochastic linearization method24 cited
  • 2012Probabilistic Solutions of the Stochastic Oscillators With Even Nonlinearity in Displacement8 cited

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