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The statistic experimental design (English Design OF of experiment, DOE) is used during development and optimization by products or processes.
Since attempts need resources (personnel, time, devices etc.) see itself the attempt responsible person in a Zwiespalt between accuracy and reliability of its expected results and the expenditure necessary for it.
With the statistic experimental design with a minimization of the number of attempts the factors of influence and reciprocal effects are determined on the goal sizes. Also the size of the effects is determined, whereby an optimization of the processes which can be examined becomes possible.
So-called attempt plans are provided, which consider the following:
Classical plans in the experimental design are factorial and part-factorial plans (so-called Screening Designs), the latters offer the possibility of a strong reduction of the number of attempts. Results from Screening Designs can be transferred also to a later attempt series with less examined factors to Response Surface plans.
Response Surface plans serve for to the determination and following optimization of nonlinear connections.
In the long run the result is a mathematical model of the received attempt data, which exhibits a certain statistic security. In principle the following involution models stand to the selection:
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