Create or edit a random response procedure
-
Display the Edit Step dialog box following the
procedure outlined in
Creating a step
(Procedure type:
Linear perturbation;
Random response ), or
Editing a step.
-
On the Basic and Damping
tabbed pages, configure settings such as frequency range and damping
definitions as described in the following procedures.
-
The power spectral density of the Mises equivalent stress and the root
mean square of the Mises equivalent stress are computed in
the Visualization module.
To obtain these data, you must request specific field and history output.
-
Display the output request editors as described in
Creating an output request.
-
For the field output request of the previous frequency step,
select the stress component and invariants (S) output variable.
-
For the history output request of the random response step, do the
following:
-
Select Set as the
Domain, and select the desired set from the list.
-
To obtain the power spectral density of the Mises equivalent
stress, select the MISES output variable.
-
To obtain the root mean square of the Mises equivalent stress,
select the RMISES output variable.
-
You can view the MISES and RMISES output variables in
the Visualization module.
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 a Scale option to indicate whether you
want the frequency range(s) of interest to be divided using a
Logarithmic or Linear scale.
-
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 between eigenfrequencies at which the response
should be calculated, 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 the value given is less than
two (or omitted), the default value of 20 points is assumed. Accurate RMS
values can be obtained only if enough points are used so that
Abaqus/Standard
can integrate accurately over the frequency range.
- 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,
since the ends of each interval are the eigenfrequencies where the response
amplitudes vary most rapidly. The default bias parameter is 3.0. For more
information, see
The Bias Parameter.
For detailed information on how to enter data, see
Entering tabular data.
Configure settings on the Damping tabbed
page
-
In the Edit Step dialog box, display the
Damping tabbed page.
(For information on displaying the Edit Step
dialog box, see
Creating a step,
or
Editing a step.)
-
Indicate how you want to provide damping values:
-
Choose Specify damping over ranges of Modes
to provide damping values for specific mode ranges.
-
Choose Specify damping over ranges of
Frequencies to provide damping values at specific frequencies.
Abaqus/Standard
interpolates the damping coefficient for a mode linearly between the specified
frequencies
If you omit damping data on the Damping tabbed
page,
Abaqus/Standard
assumes zero damping values. For more information, see
Specifying Damping.
-
If you selected Modes in Step 2, select one or
more of the following options for defining damping:
-
Display the Direct modal tabbed page to
specify the fraction of critical damping, ,
for a particular mode range, and do the following:
-
Toggle on Use direct damping data.
-
Enter the following in the data table:
-
Start Mode: the mode number of the
lowest mode of a range.
-
End Mode: the mode number of the
highest mode of a range.
-
Critical Damping Fraction: fraction
of critical damping, .
-
Display the Composite modal tabbed page to
select composite modal damping using the damping coefficients calculated in the
preceding frequency step. (The damping calculations performed in the frequency
step are performed using damping data provided in the material definition). Do
the following:
-
Toggle on Use composite damping data.
-
Enter the following in the data table:
-
Display the Rayleigh tabbed page to define
Rayleigh damping, and do the following:
-
Toggle on Use Rayleigh damping data.
-
Enter the following in the data table:
-
Start Mode: the mode number of the
lowest mode of a range.
-
End Mode: the mode number of the
highest mode of a range.
-
Alpha: mass proportional damping,
.
-
Beta: stiffness proportional damping,
.
-
Display the Structural tabbed page to define
damping that is proportional to the internal forces but opposite in direction
to the velocity. Do the following:
-
Toggle on Use structural damping data.
-
Enter the following in the data table:
-
Start Mode: the mode number of the
lowest mode of a range.
-
End Mode: the mode number of the
highest mode of a range.
-
Damping Constant: Damping factor,
s.
For detailed information on how to enter data, see
Entering tabular data.
-
If you selected Frequencies in Step 2, select one
or more of the following options for defining damping:
-
Display the Direct modal tabbed page to
specify the fraction of critical damping, ,
for a particular frequency range. Do the following:
-
Toggle on Use direct damping data.
-
Enter the following in the data table:
-
Frequency: frequency value in
cycles/time.
-
Critical Damping Fraction: fraction
of critical damping, .
-
Display the Rayleigh tabbed page to define
Rayleigh damping, and do the following:
-
Toggle on Use Rayleigh damping data.
-
Enter the following in the data table:
-
Frequency: frequency value in
cycles/time.
-
Alpha: mass proportional damping,
.
-
Beta: stiffness proportional damping,
.
-
Display the Structural tabbed page to define
damping that is proportional to the internal forces but opposite in direction
to the velocity. Do the following:
-
Toggle on Use structural damping data.
-
Enter the following in the data table:
For detailed information on how to enter data, see
Entering tabular data.
-
If desired, repeat Steps 2–4 to create multiple damping definitions.
When you have finished configuring settings for the step, click
OK to close the Edit Step dialog
box.
You can view the root mean square of the Mises equivalent stress in
the Visualization module,
view the RMISES output variable from the Field Output
dialog box, or create X–Y data from ODB
field output. For more information on viewing field output, see
Selecting the field output to display,
and
Reading X–Y data from output database field output.
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