Exact solutions of the theory of elasticity for a clamped rectangle.
Autor: | Kovalenko, Mikhail D, Menshova, Irina V, Kerzhaev, Alexander P, Yu, Guangming |
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Zdroj: | Mathematics & Mechanics of Solids; Dec2022, Vol. 27 Issue 12, p2551-2566, 16p |
Abstrakt: | We present the formulas that describe the exact solutions of the boundary value problems in the theory of elasticity for a half-strip and a rectangle in which the horizontal sides are firmly clamped, while normal and tangential stresses are specified on the vertical ones. We consider only an even-symmetric deformation of the half-strip and the rectangle relative to the horizontal axis of symmetry as well as even-symmetric and odd-symmetric deformations relative to the vertical axis of symmetry for the rectangle. This paper is based on the previously obtained solutions for a free half-strip and a free rectangle. [ABSTRACT FROM AUTHOR] |
Databáze: | Complementary Index |
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