ГОСТ ISO 13909-8-2013
продолжение таблицы 3
V v V j2324
2526
272 82930
3540
4550
5560
92 ,9 0 82 .9 0 0
2 ,8 9 32 .8 8 6
2.890 2 ,8 7 42 .8 6 92.664
2 .8 4 22 .8 2 6
2 .8 1 32 .8 0 3
2 .7 8 4 2 .7 8 7
102 .7 4 52 .7 3 7
2 .7 3 02 .7 2 3
2.716 2 .7 1 02 .7 0 52 .7 0 0
2 .6 7 82.661
2 ,6 4 82 .6 3 7
2 ,6 2 8 2,621
112 .6 1 72.609
2.6312 .5 9 4
2.588 2 .5 8 22 .5 7 62.570
2 .5 4 82,531
2 .5 1 72 .5 0 7
2 .4 9 8 2 .4 9 0
122.5142.505
2 .4 9 82 ,4 9 0
2 ,4 8 4 2 .4 7 82 .4 7 22 .4 6 6
2 .4 4 32.426
2 .4 1 22.401
2 .3 9 2 2.384
132 .4 2 92 .4 2 0
2.4122 .4 0 5
2,398 2,3922 .3 8 62 ,3 8 0
2 .3 5 72 ,3 3 9
2 .3 2 52.314
2 ,3 0 4 2.297
142 .3 5 72 .3 4 9
2,3412 .3 3 3
2.326 2 .3 2 02 .3 1 42.306
2 ,2 8 42.266
2 ,2 5 22 .2 4 0
2.231 2.223
152 ,2 9 62.288
2 .2 8 02 2 7 2
2.265 2 ,2 5 92 .2 5 32 ,2 4 7
2 .2 2 32 .2 0 4
2 .1 9 02 .1 7 8
2.168 2 .1 6 0
162.2442.235
2 .2 2 72 .2 2 0
2.212 2 ,2 0 62 .2 0 02.194
2 .1 6 92.151
2 .1 3 62 .1 2 4
2.114 2.106
17 2 .1 9 9
2 .1 9 02.181
2.174 2 ,1 6 7 2 ,1 6 0
2 .1 5 42.148
2 .1 2 32 .1 0 4
2 .0 8 9 2.077 2 .0 6 7 2 ,0 5 8
18 2 .1 5 9
2 .1 5 02,141
2 .1 3 3 1.126 2 .1 1 9
2 .1 1 32 .1 0 7
2 .0 8 22 .0 6 3
2 ,0 4 8 2,035 2 .0 2 5 2 .0 1 7
19 2 .1 2 3
2 .1 1 42.160
2 .0 9 8 2 .0 9 3 2 .0 4 8
2 .0 7 72.071
2 .0 4 62.026
2.011 1.999 1,988 1,980
202 .0 9 22 .0 8 2
2 .0 7 42 .0 6 6
2.059 2 .0 5 22 .0 4 5
2.0392 .0 1 31,994
1.9781.966 1,955 1.946
212 ,0 6 32 .0 5 4
2 .0 4 52 .0 3 7
2.030 2 .0 2 32 .0 1 6
2.0101.9841.964
1.9491.936 1,925 1.916
222 .0 3 82 ,0 2 8
2 .0 2 02,011
2,004 1,9971,990
1.9841.9581.938
1.9221.909 1,898 1.889
232.0142.005
1.9961.988
1,980 1.9731,967
1.9601.9341.914
1.8981.885 1.8741.865
241.9931,984
1,9751.967
1,959 1.9521,945
1,9391.9121,892
1.8761.862 1.852 1.842
251:9741,964
1,9551.947
1,939 1.9321,925
1.9191.8921.872
1.8551.8421-8311.822
261.9561,946
1,9371.929
1,9211,9141.907
1,9011.8741,853
1.8371.823 1.812 1,803
271,9401,930
1,9211.913
1,905 1.8971.891
1.8841.8571.836
1.8191.806 1.795 1.785
281.9241,915
1,9061.897
1,889 1.8821,875
1,8691.8411,820
1.8031.790 1,778 1 769
291.9101.901
1.8911.883
1,8751.8681.681
1.8541.8271,805
1.7891.775 1.763 1.754
301.8971.887
1,8781.870
1,682 1,8541,847
1,8411.8131.792
1.7751,7611.749 1.740
351.8431.833
1.8241.815
1,807 1.7991.792
1.7681.7571.735
1.7171.7031,6911.681
401.8031.793
1.7831.775
1.766 1.7591
.
7 6
*
1.7441.7151,683
1.6751.680 1.648 1.637
451.7721.762
1.7521.743
1.735 1.7271.720
1.7131.6831,660
1.5411.626 1,614 1.603
501.7481.737
1.7271 718
1.710 1.7021.694
1,6871.6571,634
1.6151.599 1,5871,576
551.7271.717
1.7071.698
1,6991.6811,674
1,6661.6361.612
1.5931.577
1.564
1.553
601.7111.700
1.6901.681
1.672 1,6641,656
1.6491.6181.594
1.5751,559 1,546 1.534
11.5.3 Проверка идентичности средних значений
Рассчитывают суммарное стандартное отклонение .т,. используя уравнение:
2
где /7i - число измерений в исходных данных:
/72- число в измерений новых данных;
St - стандартное отклонение в исходных данных;
S - стандартное отклонение в новых данных.
-
1)5,’ + (Я2- I)*;
(
8
)
(л, + л , - 2 )
15