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Methods of stochastic structural dynamics
Abstract A concise review is given of the analytical methods of stochastic structural dynamics which deals with structural systems under time-varying random excitation. Included in the review are both linear and nonlinear structures and both parametric and non-parametric random excitations. Mathematically, parametric excitations appear in the coefficients for the unknowns in the equations of motion, whereas non-parametric excitations appear as inhomogeneous terms on the right hand side. Physically, random parametric excitations represent the variation of structural properties with time; therefore, they can affect the stability of structural response. Approximate methods are described for those cases for which exact solutions are presently not available.
Methods of stochastic structural dynamics
Abstract A concise review is given of the analytical methods of stochastic structural dynamics which deals with structural systems under time-varying random excitation. Included in the review are both linear and nonlinear structures and both parametric and non-parametric random excitations. Mathematically, parametric excitations appear in the coefficients for the unknowns in the equations of motion, whereas non-parametric excitations appear as inhomogeneous terms on the right hand side. Physically, random parametric excitations represent the variation of structural properties with time; therefore, they can affect the stability of structural response. Approximate methods are described for those cases for which exact solutions are presently not available.
Methods of stochastic structural dynamics
Lin, Y.K. (Autor:in) / Kozin, F. (Autor:in) / Wen, Y.K. (Autor:in) / Casciati, F. (Autor:in) / Schuëller, G.I. (Autor:in) / Der Kiureghian, A. (Autor:in) / Ditlevsen, O. (Autor:in) / Vanmarcke, E.H. (Autor:in)
Structural Safety ; 3 ; 167-194
01.01.1986
28 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
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