ProductsAbaqus/StandardAbaqus/CAE ConventionsCoordinate 1 is r, coordinate 2 is z. At , the r-direction corresponds to the global X-direction and the z-direction corresponds to the global Y-direction. This is important when data are required in global directions. Coordinate 1 should be greater than or equal to zero. Degree of freedom 1 is , degree of freedom 2 is . Generalized axisymmetric elements with twist have an additional degree of freedom, 5, corresponding to the twist angle (in radians). Abaqus/Standard does not automatically apply any boundary conditions to nodes located along the symmetry axis. You must apply radial or symmetry boundary conditions on these nodes if desired. Point loads and moments should be given as the value integrated around the circumference; that is, the total value on the ring. Element typesRegular axisymmetric membranes
Active degrees of freedom1, 2 Additional solution variablesNone. Generalized axisymmetric membranes
Active degrees of freedom1, 2, 5 Additional solution variablesNone. Nodal coordinates requiredR, Z Element property definitionInput File Usage MEMBRANE SECTION In addition, use the following option for variable thickness membranes: NODAL THICKNESS Abaqus/CAE Usage Property module: Create Section: select Shell as the section Category and Membrane as the section Type You cannot define variable thickness membranes in Abaqus/CAE. Element-based loadingDistributed loadsDistributed loads are specified as described in Distributed loads. *dload
FoundationsFoundations are specified as described in Element foundations. *foundation
Surface-based loadingDistributed loadsSurface-based distributed loads are specified as described in Distributed loads. *dsload
Incident wave loadingSurface-based incident wave loads are available. They are specified as described in Acoustic and shock loads. If the incident wave field includes a reflection off a plane outside the boundaries of the mesh, this effect can be included. Element outputThe default local material directions are such that local material direction 1 lies along the line of the element and local material direction 2 is the hoop direction. Stress, strain, and other tensor componentsStress and other tensors (including strain tensors) are available for elements with displacement degrees of freedom. All tensors have the same components. For example, the stress components are as follows:
Section thickness
Node ordering on elements
Numbering of integration points for output
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