Configuring a static, linear perturbation procedure
The response in a linear analysis step is the linear perturbation response
about the base state. The base state is the
current state of the model at the end of the last general analysis step prior
to the linear perturbation step. If the first step of an analysis is a
perturbation step, the base state is determined from the initial conditions.
For more information, see
Linear perturbation analysis steps.
Create or edit a static, linear perturbation procedure
Display the Edit Step dialog box following the
procedure outlined in
Creating a step
(Procedure type:Linear perturbation;
Static, Linear perturbation), or
Editing a step.
On the Basic and Other
tabbed pages, describe the step and enter equation solver preferences as
described in the following procedures.
Configure a static, linear perturbation procedure
In the Edit Step dialog box, display the
Basic tabbed page.
In the Description field, enter a short
description of the analysis step.
Abaqus
stores the text that you enter in the output database, and the text is
displayed in the state block by the Visualization module.
Display the Other tabbed page.
Choose an Equation Solver Method option:
Choose Direct to use the default direct
sparse solver.
Choose Iterative to use the iterative linear
equation solver. The iterative solver is typically most useful for blocky
structures with millions of degrees of freedom. For more information, see
Iterative linear equation solver.
Choose a Matrix storage option:
Choose Use solver default to allow
Abaqus/Standard
to decide whether a symmetric or unsymmetric matrix storage and solution scheme
is needed.
Choose Unsymmetric to restrict
Abaqus/Standard
to the unsymmetric storage and solution scheme.
Choose Symmetric to restrict
Abaqus/Standard
to the symmetric storage and solution scheme.