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414 JMP Starter Appendix A<br />

The DOE Category<br />

See JMP Design of Experiments for complete documentation of DOE in JMP.<br />

Figure A.11 JMP Starter DOE Category<br />

Custom Design Clicking the Custom Design button, or choosing DOE > Custom Design,<br />

generates a D-optimal design for the design you specify, and an optional I-optimal design for<br />

response surface designs. Custom designs can have continuous factors and categorical factors<br />

with arbitrary numbers of level, interactions, and mixture ingredients. A design can also have<br />

covariates, which are factors that already have unchangeable values; a design is built around the<br />

covariate. You can construct custom design models, including interaction terms and polynomial<br />

terms for continuous factors. Factors can have inequality constraints. You can also specify the<br />

number of experimental runs, which can be any number greater than or equal to the number of<br />

terms in the model.<br />

Screening Design Clicking the Screening Design button, or choosing DOE > Screening<br />

Design, enables you to specify continuous factors, two- and three-level factors, and categorical<br />

factors. It creates a table of classical screening designs from which you can pick.<br />

Response Surface Design Clicking the Response Surface Design button, or choosing DOE ><br />

Response Surface Design, lets you define a number of continuous factors. This environment<br />

then offers a table of classical response surface designs from which to select.<br />

Choice Design Clicking on the Choice Design button, or choosing DOE > Choice Design, lets<br />

you design Choice experiments. See Choice above for details about Choice models.<br />

Nonlinear Design Clicking the Nonlinear Design button, or choosing DOE > Nonlinear<br />

Design, lets you create an optimal design for models that are nonlinear in the parameters.<br />

Space Filling Design Clicking the Space Design Filling button, or choosing DOE > Space<br />

Filling Design, lets you run experiments for modeling systems that are deterministic or near<br />

deterministic. You can choose to emphasize spreading points apart, mimic the uniform<br />

distribution, or choose a compromise between the two.

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