Geometric Nonlinear Analysis
Geometric nonlinear analysis (parameter NLGEOM
) can
be used in topology optimization (both, controller and sensitivity-based), shape and bead (both, controller and sensitivity-based) optimization as well as in sizing optimization.
An excessive deformation of soft elements can occur during topology optimization. This does not
occur for a linear analysis. However, in the case of a geometric nonlinear
analysis this leads to an adverse effect on the convergence, which eventually
leads to the termination of the analysis. This must be considered when
applying topology optimization using hyperelastic material.
Optimizing Using Abaqus/Explicit
The use of Abaqus/Explicit
is permitted for shape controller optimization of quasi-static problems. The ODB
result interface must be activated which is also default, see Files and Formats. The result
of one explicit analysis step is divided into 20 increments, which are
interpreted as 20 single substeps in Tosca Structure.
A step in the finite element input file must be divided into several
steps if the results of more than 20 substeps should be included in the
optimization.
Topology, bead, and shape sensitivity optimization in combination with Abaqus/Explicit
is not supported.
Allowed Analysis Types for Sensitivity-Based Optimizations
In Abaqus
responses from the two following analysis types are allowed:
*STEP
*STATIC
...
*END STEP
and
*STEP, PERTURBATION
*STATIC
...
*END STEP
and
*STEP
*FREQUENCY
...
*END STEP
and
*STEP
*Heat Transfer, steady state
...
*END STEP