PLANE STRESS FINITE ELEMENT ANALYSIS OF PLANE STRESS OR STRAIN PROBLEMS ANALYSIS | A03
You can deal with both classes of problems in either Sumo or Frame , although plane strain requires modification of the elastic constants, the simplicity of Plane Stress makes it an attractive light-weight alternative. The structure can be defined by entering one or more shapes comprised of straight lines and arcs. When more than one shape is entered the shape will accumulate and form one structure. Often, a complicated section is easily defined using more than one simple shape. Point supports, distributed supports and prescribed displacements can be defined anywhere along the edges of the structure, as well as point loads and distributed loads. As many lines as necessary can be used to define the loads. During the analysis, the program generates a rectangular grid of nodes in which rectangular and, where necessary, triangular finite elements are placed. The grid spacing can be set independently in the horizontal and vertical directions.
The following analysis results can be viewed and printed in tabular or graphic format under the View tab:
• Maximum elastic deflections • Maximum and minimum stress • Von Mises stresses • Stress vectors Key features • Plane strain and plane stress • Simple input • Automatic mesh generation
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