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en:versuchsdatenverwaltung:versuchsplanung [2026/01/11 19:16] neelesten:versuchsdatenverwaltung:versuchsplanung [2026/01/11 19:19] (aktuell) – [Design:] neelest
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-**Figure:** Design of experiment 1: Selection of the target values 
  
 Besides the manual set up of measuring data tables described above, SIGMA enables the user to generate a measuring data table according to a design of experiment. In that case the defined target variables will be transformed to measuring points in a measuring data table and control variables are represented by special columns. By choosing Experimental data, Design of experiments in the menu a wizard dialog opens, which assists the user by designing an experiment. The wizard is build up of three steps at which end a measuring data table is generated by SIGMA according to the chosen target variables, control variables and the selected design. Besides the manual set up of measuring data tables described above, SIGMA enables the user to generate a measuring data table according to a design of experiment. In that case the defined target variables will be transformed to measuring points in a measuring data table and control variables are represented by special columns. By choosing Experimental data, Design of experiments in the menu a wizard dialog opens, which assists the user by designing an experiment. The wizard is build up of three steps at which end a measuring data table is generated by SIGMA according to the chosen target variables, control variables and the selected design.
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 In SIGMA there are three types of factorial designs with different properties and restrictions to generate a measuring data table accordingly. In SIGMA there are three types of factorial designs with different properties and restrictions to generate a measuring data table accordingly.
  
-  * Full factorial $2^k$ designs: Any type of control variable can be used. The values of the control variables are varied at two levels. +  * **Full factorial $2^k$ designs**: Any type of control variable can be used. The values of the control variables are varied at two levels. 
-  * Half fractional factorial $2^{k-1}$ designs: There has to be at least three control variables defined. The control variables are varied at two levels. +  * **Half fractional factorial $2^{k-1}$ designs**: There has to be at least three control variables defined. The control variables are varied at two levels. 
-  * Full factorial $3^k$ designs: Each control variable is varied at three levels.+  * **Full factorial $3^k$ designs**: Each control variable is varied at three levels.
  
 === Central Composite Design === === Central Composite Design ===