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高级生物统计万能模板3因素二次回归几乎正交旋转组合设计

高级生物统计万能模板3因素二次回归几乎正交旋转组合设计
高级生物统计万能模板3因素二次回归几乎正交旋转组合设计

方法一第一步:编码值Xj

Z1

Z2

因素水平编码

(r) 4.055.0m=31 3.446.7r=1.6820 2.534.5mc=8-1 1.622.3m0=9(-r) 1.014.0N=

23

△j

0.9

12.2

第二步:

列出试验实施方案

1111211-131-1141-1-15-1116-11-17-1-118-1-1-19 1.6820010-1.68200110 1.6820120-1.68201300 1.6821400-1.682150001600017000180001900020000210002200023

00

结构矩阵与试验结果计算表

试验号11112111311-1411-15

1-11

试验号试验设计

1

x

2

x 3

x 0

12

61-11

71-1-1

81-1-1

91 1.6820

101-1.6820

1110 1.682

1210-1.682

13100

14100

15100

16100

17100

18100

19100

20100

21100

22100

23100

Bj=18479-45.494548.212

T=32357.8382

K=0.11097E=-0.03789

F-G=0.0625G=0.00044

b0=824.5761405

b1=-3.33107068

b2=40.14008264

b3=-2.66872256

b12=b13=b23=

-5.125-13.875-19.625

b11=b22=b33=

-28.4313-11.98705219 4.987692

方差分析表

变异来源

回归S SR44538.4420394948.715781

剩余S Sr9211.21014813708.5546268

失拟S SLf5793.65459351158.730919

Ssy

53749.6521722

SS df MS

Z3

17.5试验因素因素Z1因素Z2因素Z314.9上水平45517.511.0下水平114 4.5

7.14.53.9

Z1(Zn)Z2(N)Z3(P)

3.446.71

4.93.446.77.13.422.314.93.422.37.11.646.714.91.646.77.11.622.314.91.622.37.14.034.511.01.034.511.02.55

5.011.02.514.011.02.534.517.52.534.5 4.52.534.511.02.534.511.02.534.511.02.534.511.02.534.511.02.534.511.02.534.511.02.534.511.02.534.5

11

X1^X2^

X3^

1111111783-11-1-11118441-11-1111735-1-1-111117781-1-11

1

1

1

816

实施方案

321313

2

-1-11-1

11188211-1-1

111808-1111

1117350000 2.829124

007480000 2.829124

007150000

0 2.82912408610000

0 2.82912406951.682000

00 2.829124844-1.682000

00 2.8291248080000

0008310000

0008540000

0008340000

0007880000

0008310000

0007980000

0008180000

00083900

00

000834

-36.448

-41

-111

-15710520.0110783.1211054.71e -1=0.07322M C -1=

0.125

F=0.06294

b0=824.5761B0=18479b1=-3.33107B1=-45.494b2=40.14008B2=548.212b3=-2.66872B3=-36.448b12=-5.125B12=-41b13=-13.875B13=-111b23=-19.625B23=-157b11=-28.4313B11=10520.01b22=-11.9871B22=10783.12F值

b33=4.987692B33=11054.71

6.984240302**

2.712420383

F0.01= 4.191078F0.05= 3.687499

F

x1yo x2yo x3yo x1x2yo x1x3yo x2x3yo

x0yo

783783783783783783783 844844844-844844-844-844 735735-735735-735735-735 778778-778-778-778-778778 816-816816816-816-816816

882-882882-882-882882-882

808-808-808808808-808-808

735-735-735-735735735735

7481258.13600000

715-1202.6300000

86101448.2020000

6950-1168.990000

844001419.608000

80800-1359.06000

831000000

854000000

834000000

788000000

831000000

798000000

818000000

839000000

834000000 b*B

15237342

151.5437

22005.27

97.2696

210.125

1540.125

3081.125

-299098

-129258

55137.5

X1^yo X2^yo X3^yo

783783783

844844844

735735735

778778778

816816816

882882882

808808808

735735735 2116.18500 2022.82400

02435.8760

01966.2410

002387.781

002285.932

000

000

000

000

000

000

000

000

000

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