Page 202 - Using ANSYS for Finite Element Analysis A Tutorial for Engineers
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                      A                                  deformation, 132
                      addition of matrices, 15           element material properties,
                      algebraic equation. See linear      126
                         algebraic equations             geometric properties,
                      ANSYS. See also geometric           125–126
                         modeling; static analysis       listing the stresses, 130–132
                       model geometry                    loads, applying, 128–129
                          analysis type and analysis     meshing, 126–127
                            options, 61–62               saving, 127
                          applying loads and obtaining   solving, 129–130
                            solution, 61, 62–63          stresses, 133–134
                          initiate solution, 63          title, giving, 122
                          load step options, 63          type of element, 125
                       preprocessing                  plane problem (wrench)
                          analysis title, 55             ANSYS solution, 142–146
                          element real constants, 57–59  geometry, 142
                          element types, 56–57           loading, 142
                          jobname, 54–55                 material properties, 142
                          linear material properties,    methodology, 142
                            59–60                    assembly design (static analysis)
                          material properties, 59     ANSYS solution, 154–160
                          nonlinear material properties,   boundary condition, 154
                            60–61                     geometry, 154
                          units, 55                   loading, 154
                       results, 63–64                 material properties, 154
                      applied mechanics, 1            methodology, 154
                      area elements, static analysis
                       plane problem (bracket),      B
                         121–122, 134–141            bar element formulation, 31–33
                          analysis type, 127         beam elements, static analysis.
                          Boolean operations, 122–124  See also distributed loads on
                          constraints, 127–128         beam elements
                          deflection, 133             analysis type, 113
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