Do one of the following:
In the Name of approximation text box, enter
a name for the approximation.
Click Previously Saved, and click Browse
to locate the file you want to use.
Locate the file, and click Select.
The Approximation Wizard appears, and the file
name appears in the text box.
Click Next.
The Approximation Technique screen appears.
The technique that was used in the original approximation appears
in the RBF model.
Note:
You cannot change the technique. If you change the
technique, the coefficient data file is not used. Instead, a user-defined
approximation is created.
Click Next.
The Input and Output Parameters screen appears.
This screen shows the input and output parameters that
were used in the original approximation.
Note:
You cannot change the input and output
parameters. If you change the parameters, the coefficient file is not
used. Instead, a user defined approximation is created.
Click Next.
The Error Analysis Method screen appears.
Select the desired error analysis method for the approximation:
-
Separate data set. This method compares exact
and approximate output values for each data point. - Click Next.
- Select the desired sampling method (Random Points,
Data File, or DOE Matrix),
and configure the corresponding options as described in Configuring the Random Points Sampling Method, Configuring the Data File Sampling Method, or Configuring the DOE Matrix Sampling Method.
-
Cross-validation. This method selects a subset
of points from the main data set, removes each point one at a time, recalculates
coefficients, and compares exact and approximate output values at each
removed point. - In the first text box, type the number of points from the total number
of sampling points that you want to use for cross-validation error analysis.
- Click Use a fixed random seed for
selecting points and specify a seed value to use for the
random number generator when determining the set of sample points selected
for cross-validation. This option allows you to reproduce the approximation
with the same set of points later, if desired.
-
No error analysis.
If you are performing an error analysis (on any approximation other
than a Orthogonal polynomial approximation), the
Approximation Improvement Options screen appears;
if you choose to skip the error analysis, the Runtime Options
screen appears.
If you are performing an error analysis, you can configure the approximation
improvement options.
For more information, see Improving Approximations using Sequential Sampling.
You can choose to improve the approximation by allowing Isight to
add sample points. Isight will use a sequential sampling technique that
is appropriate for the approximation technique selected.
-
Enter a target for the average prediction error of the approximation.
Isight
will add sample points sequentially until the average error falls below
the value that you enter. Valid values are 0.0–1.0.
-
Enter the maximum number of additional points that you want to use for
improving the approximation.
-
Enter the maximum number of iterations to improve the approximation.
Dividing the maximum number of additional points by the maximum number
of iterations results in the number of points that are added during each
iteration of sequential sampling. Although it is desirable to add one
point during each iteration, choosing fewer iterations reduces the time
taken to fit the approximation model.
Click Next.
The Runtime Options screen appears.
Set the Store coefficient data in file parameter named
option. When activated, this option creates a file parameter that stores
the approximation’s coefficient data. This option is useful if the
approximation is initialized or updated (re-initialized) during execution
and the coefficient data are needed for custom postprocessing. It is
also useful if you want the coefficient data preserved in your database.
For more information on file parameters, see Using File Parameters.
Click Finish.
A message appears prompting you to initialize the approximation.
Perform one of the following actions:
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