What is an optimization plot?

An optimization plot is a Minitab Response Optimizer tool that shows how different experimental settings affect the predicted responses for a stored model.

Minitab calculates an optimal solution and draws the plot. The optimal solution serves as the initial point for the plot — you can modify the settings interactively to determine how different setting affect responses. For factorial and response surface designs, you can adjust the factor levels. For mixture designs, you can adjust component, process variable, and amount variable settings. You might want to change these variable settings on the optimization plot for many reasons, including:
  • To search for variable settings with a higher composite (user-specified) desirability
  • To search for lower-cost variable settings with near optimal properties
  • To explore the sensitivity of response variables to changes in the design variables
  • To "calculate" the predicted responses for a variable setting of interest
  • To explore variable settings in the neighborhood of a local solution

For example, your company injection-molds a plastic part that must obtain certain levels of both strength and flexibility. You would like to determine the temperatures and pressures that will give the plastic the maximum strength and flexibility.

The optimization plot shows the affect of each factor (columns) on the responses or composite desirability (rows). The vertical red lines on the graph represent the current factor settings. The numbers displayed at the top of a column show the current factor level settings (in red). The horizontal blue lines and numbers represent the responses for the current factor level.

Click Predict on the graph to display the fitted value and prediction intervals for the current settings in the Session window output.

Minitab calculates that strength and flexibility are maximized when all factors are at their highest settings (Press=95, Sealant=75, and Machine=2).

Sealant is expensive and you would like to determine how the responses change when the sealant is set to 50. In interactive mode, you can move the factor level (red) line for Sealant, or enter 50 as the sealant level. The plot shows that with a Sealant factor level of 50, the predicted strength is 197.157 and the predicted flexibility is 135.011.


If you save the optimization plot and then reopen it in Minitab without opening the project file, you can drag the red lines with your mouse to change the factor settings but you cannot click Predict on the graph.

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