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The procedure for analyzing a complex model with several possible
control variables is listed in points 1 - 9.
- 1. Define one or several responses which should give information of
the suitability of the model characteristics.
- 2. Choose out of the possible input parameters those which have the
highest impact on the response. Assign ranges for these input parameters.
- 3. Select an experimental design. Criteria for the type of experimental
design are given in Section 3.1.18.
- 4. Additional transformations can be chosen both for the input and output
parameters. This is discussed in Section 3.2.4.
- 5. Generate from the parameters, their ranges and transformations with the
selected experimental design, a set of sample points.
- 6. The model, usually a sequence of several simulations, has to be
evaluated on the sample points generated. For the scheduling of the
simulations a simulation environment, like the VISTA or
the SIESTA framework is useful.
- 7. The experimental points and there results of the simulations are collected
in an experiment table.
- 8. The factors of the RSM-model -- the factors of the polynomial --
are calculated from the data from the experiment table. Here
again the transformations of the controls and the responses are used.
- 9. The fitted model is analyzed.
In Section 5.1 the optimization of a DMOS transistor is
demonstrated. In this example the influence of the epi-layer on
the on-resistance using Design of Experiments and Response Surface Methodology is given.
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R. Plasun