Configuring a subspace-based steady-state dynamic
analysis
You can configure a subspace-based steady-state dynamic analysis to
calculate the steady-state dynamic linearized response of a system to harmonic
excitation. This type of procedure is based on direct solution of the
steady-state dynamic equations projected onto a subspace of modes. You must
first extract the modes using the eigenfrequency extraction procedure
(described in
Configuring a frequency procedure”).
For more information, see
Subspace-based steady-state dynamic analysis.
Create or edit a subspace-based steady-state dynamic procedure
Display the Edit Step dialog box following the
procedure outlined in
Creating a step
(Procedure type:Linear perturbation;
Steady-state dynamics, Subspace), or
Editing a step.
On the Basic and Other
tabbed pages, configure settings such as frequency range and matrix solver
preferences as described in the following procedures.
Configure settings on the Basic tabbed page
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.
Choose one of the following options:
Choose Compute real response only if you want
Abaqus/Standard
to ignore damping terms. This option can reduce computational time.
Choose Compute complex response if you want
to include damping terms and allow a complex system matrix to be factored.
Choose a Scale option to indicate whether you
want the frequency range(s) of interest to be divided using a
Logarithmic or Linear scale.
Toggle on Include friction-induced damping
effects to include friction-induced contributions to the damping
matrix. For more information, see
Contact conditions with sliding friction.
Click the arrow to the right of the Projection
field, and select an option for controlling the frequency of the subspace
projections:
Select Evaluate at each frequency to project
the dynamic equations onto the subspace at each frequency you specify. This
method is the most computationally expensive.
Select Constant to perform only one
projection using model properties evaluated at the center frequency of all
ranges and individual frequency points that you specify. This method is the
least expensive. However, you should choose this method only when the material
properties do not depend strongly on frequency.
Select Interpolate at eigenfrequencies to
perform the projections at each extracted eigenfrequency in the requested
frequency range and at eigenfrequencies immediately outside the range. The
projected mass, stiffness, and damping matrices are then interpolated at each
frequency point requested.
Select As a function of property changes to
select how often subspace projections onto the modal subspace are performed
based on material property changes as a function of frequency. If you select
this option, do the following:
In the Max. damping change field, enter
the maximum relative change in damping material properties before a new
projection is to be performed.
In the Max. stiffness change field, enter
the maximum relative change in stiffness material properties before a new
projection is to be performed.
Select Interpolate at lower and upper frequency
limits to perform projections at the lower and upper limits of the
last frequency range. This method can be used only with the
SIM architecture.
Enter the following data in the Data table:
Lower
Frequency
The lower limit of the frequency range or a single frequency, in
cycles/time.
Upper
Frequency
The upper limit of the frequency range, in cycles/time. If you enter
zero,
Abaqus/Standard
assumes that results are required only at the frequency specified in the
Lower Frequency column.
Number of
Points
The number of points in the frequency range at which results should be
given.
If you toggled on Use eigenfrequencies to subdivide each
frequency range, this is the number of points at which results
should be given, including the end points, from the lower limit of the
frequency range to the first eigenfrequency in the range; in each interval from
eigenfrequency to eigenfrequency; and from the highest eigenfrequency in the
range to the high limit of the frequency range.
If you toggled off Use eigenfrequencies to subdivide each
frequency range, this is the total number of points in the frequency
range, including the end points.
Bias
The bias parameter. This parameter is useful only if you request
results at 4 or more frequency points. It is used to bias the results points
toward the ends of the intervals so that better resolution is obtained there.
This option is recommended if you have toggled on Use
eigenfrequencies to subdivide each frequency range, since the ends
of each interval are the eigenfrequencies where the response amplitudes vary
most rapidly.