Orthogonal Expansion for Beam Variabilityby R. Ghanem, Rice Univ, United States,
P. Spanos, Rice Univ, United States,
E. Akin, Rice Univ, United States,
Abstract: A new method for the solution of problems involving random media is proposed. The medium property is represented by a stochastic process. The method makes use of an orthogonal expansion of the process with a finite set of random variables and leads to a formulation compatible with the finite element method. The usefulness of the method, in terms of accuracy and efficiency, is exemplified by considering a cantilever beam with random rigidity.
Subject Headings: Stochastic processes | Finite element method | Cantilevers | Rigidity | Girders | Statistics
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