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- W2776302898 abstract "This paper presents a procedure for the finite element analysis of high-order elastic fundamental solutions in two-and three-dimensional bodies. Three-dimensional fundamental solutions can be expressed by the Fourier's Series expansion with respect to the Coordinate ψ. Its Second-order solution correspond to the plane symmetric fundamental solution (Cerruti's solution) and is formulated in this paper by finite element method. Two-dimensional higher-order fundamental solutions under following load conditions are analysed by finite element method: (1) a couple, (2) equal and opposite moment of couples, acting on the straight boundary of an infinite plane. It is clarified that the usual two-dimensional fundamental solution can be solved by a simultaneous equation, however, the above higher-order two-dimensional fundamental solutions are analysed as eigen-value problem. By the present finite element method, the numerical fundamental solutions were obtained with good convergence." @default.
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- W2776302898 date "1991-01-01" @default.
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- W2776302898 title "FINITE ELEMENT ANALYSIS OF HIGH-ORDER ELASTIC FUNDAMENTAL SOLUTIONS : Studies on analysis of elastic fundamental solutions by finite element method, Part 3" @default.
- W2776302898 doi "https://doi.org/10.3130/aijsx.419.0_99" @default.
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