In a 2-level factorial design, each experimental factor has only two levels. The experimental runs include all combinations of these factor levels. Although 2-level factorial designs are unable to explore fully a wide region in the factor space, they provide useful information for relatively few runs per factor. Because 2-level factorial designs can identify major trends, you can use them to provide direction for additional experimentation. For example, when you need to explore a region where you believe optimal settings may exist, you can augment a factorial design to form a central composite design.
A quality engineer wants to study the influence that six input variables (factors) have on the shrinkage of a plastic fastener of a toy. The engineer plans a pilot study to screen these six factors to determine which factors have the greatest influence on the response. The engineer is primarily interested in main effects and some 2-way interactions.
Name | Type | Low | High |
---|---|---|---|
Cooling time | Continuous | 10 | 20 |
Injection pressure | Continuous | 150000 | 250000 |
Injection speed | Continuous | 5 | 10 |
Injection temperature | Continuous | 180 | 360 |
Packing pressure | Continuous | 150000 | 250000 |
Holding pressure | Continuous | 150000 | 250000 |
The design summary table shows that the design has 35 runs, which include 3 center points. The worksheet contains the 35 runs in run order, which is random.