The factors and their settings are given in the data table Phone Factors.jmp. Create a Strength 2 covering array by following these steps.
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The Phone Factors.jmp data table contains the factors and their settings.
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Select DOE > Covering Array.
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Notice that the menu next to Strength: t = , is set to 2 by default.
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From the Covering Array red triangle menu, select Load Factors.
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Click Continue.
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The filter gives an intuitive way to specify disallowed combinations. The script provides a quick and easy way to specify disallowed combinations, but requires that you have written or saved a script. In this example, if you do not want to specify combinations using the filter, skip to Specify Disallowed Combinations Using a Script.
Use this approach to enter disallowed combinations using the filter interface. Alternatively, you can paste a script as shown in Specify Disallowed Combinations Using a Script.
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Select Use Disallowed Combinations Filter.
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Click OR.
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You have added the constraint that an ISDN line on the receiving phone (Far) cannot use interface A.
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Click OR.
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Alternatively, you can specify disallowed combinations by constructing a script. After loading your factors (Load Factors), do the following:
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Click Continue.
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Select Use Disallowed Combinations Script.
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From the red triangle menu, select Set Random Seed.
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Click Make Design.
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Click Make Table.
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Now that you have your design table, you can conduct your experiment and record your data in the Response column of the design table. Your experimental results are in the Phone Data.jmp sample data table.
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The 2 Factor Interactions report shows the combinations that might have caused the three failures. It is possible that one combination, Near Interface set to A and Far Phone set to Coin, is responsible for all three failures. Or it is possible that two or three other combinations caused the three failures.
In the data table, rows 1, 3, and 15 are selected. Failures occur for these combinations, regardless of the settings for Market, Near Phone, and Far Interface. But note that other combinations of factor settings could account for these failures as well.