1g
2g
282.3979319.0735316.65363g
313.7519307.702312.87093g+2g+1g
342.2044286.8267306.90311g+1g+1g
326.451281.5521296.17771g+2g
261.4286315.1616290.57412g+1g
272.5417298.304296.65931g+2g+3g
324.7711276.5006279.6137ck
274.7973313.2938
287.5198
2683.596
2721.9522684.736000007201690
7409022720780700000
99
92424174总差异10318.6
水平差异
1980.736
(处理间)
竖直差异105.8326105.8326
误差8232.058337.884总自由度
26
8
2
16
n(区组)=k(处理)=水平间自由度
方差分析表
误差e
188337.884463.2158
总变异2610318.62
F检验0.534507
无显著差异12.42599
处理
1g
0002g
00
03g
003g+2g+1g
01g+1g+1g
1g+2g
2g+1g
1g+2g+3g
ck 秩次距
a,fe=18SSR0.05SSR0.01
Sy LSR0.05LSR0.01
2 2.97 4.07
12.4259936.9051950.573783 3.12 4.25
12.4259938.7690952.810464 3.21 4.36
12.4259939.8874354.177325 3.27 4.45
12.4259940.6329955.295666 3.32 4.51
12.4259941.2542956.041227 3.36 4.56
12.4259941.7513356.662528 3.38 4.612.4259941.9998557.15956
假设H 01:处理间无显著差异
假设H 02:区组间无显著差异SSR 多重比较:FA大于F临界值,Ho不成立。即有显著差异,若FA还大于F0.01,则为极显著差异FA小于F临界值,Ho成立。即无显著差异。
结论:处理间差异(水平)区组间差异:平均数间多重比较——LSR法(新复极差法)
平均数间标准误
9 3.4 4.6412.4259942.2483757.6566
秩次距是指当平均数由大到小排序后,相比较的两个平均数之间(含这两个平均数)包含的平均数个数。
九十十一十二十三十四十五十六Ti
906.5537
918.125
934.3248
935.9342
904.1807
867.1644
867.5051
880.8855
875.6108 000000008090.284 00000000小区=27
1980.736
18
0区组间无显著差异
异
含的平均数个数。
n 均值n 2
3
302.184692818263842953.5306.041792910093872962.8311.44169293562.93875972.8311.978192735633817542.8301.39369252105.13751974.1289.054892512713752565289.16849260112.73775959.2293.62859256334.23766694.3291.870392434493
81
27727846421818519