SIAM Journal on Applied Mathematics · 1976 · 43 citations · 6 references
Numerical AnalysisFinite Element MethodNonlinear ElasticityMethod Of Fundamental SolutionEngineeringFree Boundary ProblemMechanical EngineeringNeumann SeriesDisplacement VectorComputational MechanicsStructural MechanicsRegularized Integral EquationBoundary Element Method
The method of the regularized integral equation is applied to the second fundamental boundary-value problems of elasticity. Both static and dynamic problems are considered. It is shown that in either case the displacement vector can be expressed as a Neumann series in terms of the prescribed stress on the internal boundary.
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<i>Approximate Methods of Higher Analysis</i>
L. V. Kantorovich, V. I. Krylov, Curtis D. Benster et al. · Physics Today · 1960 · 1.5K citations
Numerical Analysis, Higher Analysis, Experimental Nuclear Physics +14
Approximate methods of higher analysis
L.R. · Nuclear Physics · 1959 · 1.2K citations