In this tutorial you will learn how to setup a study on simple functions defined using an Internal Math model. In this study you will set up a beverage can design of experiments to see how input variables effect the output responses. The beverage can has two input variables: Diameter and Height and two output responses: Material Cost and Volume.
2. | To start a new study, click File > New from the menu bar, or click on the toolbar. |
3. | In the HyperStudy – Add dialog, enter a study name, select a location for the study, and click OK. |
4. | Go to the Define Models step. |
5. | Add an Internal Math model. |
b. | In the HyperStudy - Add dialog, select Internal Math and click OK. |
6. | Go to the Define Input Variables step. |
7. | Add two input variables. |
a. | Click Add Input Variable. |
b. | In the HyperStudy - Add dialog, add two input variables labeled: Diameter and Height. |
c. | Change both input variable's lower, initial, and upper bounds to the values indicated in the image below. |
8. | Go to the Specifications step. |
|
1. | In the work area, set the Mode to Nominal Run. |
3. | Go to the Evaluate step. |
4. | Click Evaluate Tasks. An approach/nom_1/ directory is created inside the study directory. |
5. | Go to the Define Output Responses step. |
|
In this step you will create two output responses: Cost and Volume.
1. | Click Add Output Response. |
2. | In the HyperStudy - Add dialog, create two output responses and label them Cost and Volume. |
3. | In the Expression column, enter the following: |
a. | For Cost, enter 2*(pi*dv_1^2/4)+dv_2*pi*dv_1. |
b. | For Volume, enter (pi*dv_1^2/4)*dv_2. |
4. | Click Evaluate to extract the output response values. |
|
1. | In the Explorer, right-click and select Add Approach from the context menu. |
2. | In the HyperStudy - Add dialog, select DOE and click OK. |
3. | Go to the Specifications step. |
4. | In the work area, set the Mode to Full Factorial. |
6. | Go to the Evaluate step. |
|
See Also:
HyperStudy Tutorials