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By W. S. Connor

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Additional info for Fractional Factorial Designs for Experiments With Factors at Two and Three Levels

Sample text

AA_ _A2Ae_ _A2A3_ the matrix I 58,752 68O 2O4 -68 O O 2O4 I377 5I IO2 IO2 -68 5I I53 34 34 O IOZ 34 34O -68 O IO2 34 -68 34OJ is used to estimate BiB2 Sets of Treatment Combinations from the 32 Set s; S2 S'3 2, + 22=O I Z Treatment Combinations s; OO IO ZO IZ IO ZO 2I ZZ II Design 2732 There are seven factors at 2 levels and two factors at 3 levels. 65 effects are estimated from I44 treatment combinations. This is a % fraction. Experimental PIan SiSi ^S2 S3S3 AnaIysis 2 I -I" " A7 " "A,A2" The matrix -~ I9Z I 2 -I is used to estimate A^, AjA8 _-i -I 2.

II4 effects are estimated from 243 treatment combinations. This is a Kg fraction. org/access_use#pd-google oozoozi IZOOZIO IIZIIOO zozzooz OOOO1zz izoiozi noizoi ZOOZIOO ooiozzo izinzz iiozoiz ZOIZZOI OOIIOOI IZZIZZO ineiio ZIOOOOI ooznoz izzzooi nzzzn ZIIOIOZ OOOIZOO izozioz ZZZOOZO zizozoo OOOZOII izizzoo zzooizi zizion ooiziiz IOOOOOO ZZIOZZZ zioiuz oozzzio IOIOIOI Design 2237 There are two factors at 2 levels and seven factors at 3 levels. I3O effects are estimated from 486 treatment combinations.

Design 2632 There are six factors at Z levels and two factors at 3 levels. 54 effects are estimated from 96 treat- ment combinations. This is a % fraction. Experimental PIan SiSJ S2SJ S3S3 AnaIysis S4S3 The matrix the matrix . j_[4 r 1X Z4O |_i 4 i_r 4 -r ZO|_-I 4_ f^B,-] rA2B,l fAsB,"] [A^Bxl fAsB,"! Br. org/access_use#pd-google _A4A _ _A1Aj_ _AiA2_ 4 2 -2" - A2 " " A3 " " A, " the matrix 2 3 -I is used to estimate AiAj A4A5 AiA4 _-2 -I 3. -AA_ _A2Ae_ _A2A3_ the matrix I 58,752 68O 2O4 -68 O O 2O4 I377 5I IO2 IO2 -68 5I I53 34 34 O IOZ 34 34O -68 O IO2 34 -68 34OJ is used to estimate BiB2 Sets of Treatment Combinations from the 32 Set s; S2 S'3 2, + 22=O I Z Treatment Combinations s; OO IO ZO IZ IO ZO 2I ZZ II Design 2732 There are seven factors at 2 levels and two factors at 3 levels.

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