1 / 27

Table 8.11

Table 8.11. Table 8.1. Table 8.2. Note: There are (# of Treatment Combinations)! number of possible ways to test these factors and levels (“Run Combinations”). Pick one randomly to do your testing. Don’t always test in a pre-described order. Table 8.3. Table 8.4. Figure 8.2. Eq. 1.

yvette-hyde
Download Presentation

Table 8.11

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Table 8.11

  2. Table 8.1

  3. Table 8.2 Note: There are (# of Treatment Combinations)! number of possible ways to test these factors and levels (“Run Combinations”). Pick one randomly to do your testing. Don’t always test in a pre-described order.

  4. Table 8.3

  5. Table 8.4

  6. Figure 8.2

  7. Eq. 1 “A main effect” The “A main effect” is the average change in Y when factor A changes from low to high (- to +) A is the average change from the bottom to the top of the square.

  8. Eq. 2 “B main effect” The “B main effect” is the average change in Y when factor B changes from low to high (- to +) B is the average change from the left to the right side of the square.

  9. Eq. 3 AB is the difference in the average of the responses across both diagonals of the square. AB is a measure of the interaction between factors A and B.

  10. Table 8.5

  11. Figure 8.3

  12. Figure 8.4

  13. Figure 8.5

  14. Eq. 4 Eq. 5

  15. Table 8.6

  16. Table 8.7 Table 8.8

  17. kI = ((1)+b+a+ab)/4 Eq. 6a kA = (-(1)-b+a+ab)/4 Eq. 6b kB = (-(1)+b-a+ab)/4 Eq. 6c kAB = ((1)-b-a+ab)/4 Eq. 6d Y = kI+kAXA+ kBXB+ kABXAXB Eq. 7

  18. Example: RC Circuit

  19. Example: RC Circuit Example: RC Circuit

  20. Tables 8.7 and 8.8 Example: RC Circuit

  21. km = ((1)+b+a+ab)/4 Eq. 6a kA = (-(1)-b+a+ab)/4 Eq. 6b kB = (-(1)+b-a+ab)/4 Eq. 6c kAB = ((1)-b-a+ab)/4 Eq. 6d Y = km+kAXA+ kBXB+ kABXAXB Eq. 7 km = ((1)+b+a+ab)/4 = (350+420+360+440)/4 = 392.5 msec. kA = (-(1)-b+a+ab)/4 = (-350-420+360+440)/4 = 7.5 msec. kB = (-(1)+b-a+ab)/4 = (-350+420-360+440)/4 = 37.5 msec. kAB = ((1)-b-a+ab)/4 = (1570+30+150+10)/4 = 2.5 msec. t = 392.5 + 7.5XA+ 37.5XB+ 2.5XAXB msec.

  22. Figure 8.6

  23. Table 8.9 km = ((1)+b+a+ab)/12 Eq. 8a kA = (-(1)-b+a+ab)/12 Eq. 8b kB = (-(1)+b-a+ab)/12 Eq. 8c kAB = ((1)-b-a+ab)/12 Eq. 8d

  24. Table 8.10

  25. km = ((1)+c+b+bc+a+ac+ab+abc))/8m Eq. 9a kA = (-(1)-c-b-bc+a+ac+ab+abc))/8m Eq. 9b kB =(-(1)-c+b+bc-a-ac+ab+abc))/8m Eq. 9c kC =(-(1)+c-b+bc-a+ac-ab+abc))/8m Eq. 9d kAB =((1)+c-b-bc-a-ac+ab+abc))/8m Eq. 9e kAC =((1)-c+b-bc-a+ac-ab+abc))/8m Eq. 9f kBC =((1)-c-b+bc+a-ac-ab+abc))/8m Eq. 9g kABC = (-(1)+c+b-bc+a-ac-ab+abc))/8m Eq. 9h Y = km+ kAXA+ kBXB+ kCXC+ kABXAXB + kACXAXC+ kBCXBXC+kABCXAXBXCEq. 10

More Related