Princip lokálnosti ve 2D úlohách
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Vysoká škola báňská - Technická univerzita Ostrava
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Abstract
The aim of the thesis is to find out what is the decomposition of assigned bearing wall tension and what is the influence of the square, rectangular, circular and elliptic hole on bearing wall tension. The bearing walls have different density of final elements network. The bearing walls of various network density are compared from the point of view of result accuracy and time demands. The thesis deals with various kinds of the acting force on the surface. Softwares like Matlab, ANSYS and Scia Engineer are used for this. Final tensions are compared and the result accuracy is tested.
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Import 02/11/2016
Subject(s)
Hooke’s Law, Cauchy’s Equation of Equilibrium, Plane Matter, Plane Tenseness, Saint-Venant’s Principle, Airy’s Function, Bearing Wall Equation, Final Elements Method, Ritz’s Method, Deformation Method, point load, continuous load, horizontal cut, vertical cut, stress, principal stress.