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One-dimensional approximation of the three-dimensional eigenvalue problem in linear theory of elasticity (CROSBI ID 210396)
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Tutek, Zvonimir
One-dimensional approximation of the three-dimensional eigenvalue problem in linear theory of elasticity // Glasnik matematički, 20(40) (1985), 71-85
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Tutek, Zvonimir
engleski
One-dimensional approximation of the three-dimensional eigenvalue problem in linear theory of elasticity
The eigenvalue problem for a 3D rod-like domain is considered. A 1D approximation is found by application of asymptotic expansion method. Correspondig convergence of eigenvalues and eigenfunctions is proved.
3D elasticity; 1D approximation; eigenvalue problem
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