Obsah 1 Úvod a důležité kontakty 2 Postupy statistické analýzy experimentu shodnosti 3 Závěry statistické analýzy Normativní dokumenty a odkazy

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Silvie Kašparová
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3 h k

8 p i =,..., p n C C = s max p i= s i s max s i p

9 s i = n i (y k ȳ), n i n i i y k k bary i i k= s i = y y. x i i =,,, p G p G p = x p x, s x s G p = x x p. s h k h h h i = k p ȳ i ȳ pj i= (ȳ i ȳ) k k i = s i p p i= s i.. s i i h k h k

10 s r = p i= (n i )s i p i= (n i ) s L = s d s r n, s d = p p n i (ȳ i ȳ) i= [ p n = ] p i= n i n i p p i= i= n. i s r s l s R = s r + s L, r r =, 8s r, s r = sr R s R = s R R =, 8s R, X X x x s x = x i, s =, 483 x i x,

11 i =,..., p x s φ =, 5 s x i x φ x i < x φ, xi = x + φ x i > x + φ, x s x i x = p i= x i p, s =, 34 p (xi x ). p u X i= u X =, 5 s p. (4 p ) H H = x D = x (H), ( p+ ) H = ( p+ +) x H = x p+ H. x = x D + x H. R L = x H x D u X = R L t L;,95 (p), t L;,95 (p) ( α) T L p z ζ z z i = x i x s.

12 ζ ζ i = x i x, u i + ux u i i U k k = ζ z ζ z z z = z 3 3 z

13 z ζ z ζ ζ z = z = z = z = z =

14 z = 3 z = z = z = z =

16 u X x s V X u X x s V X

17 Sample standard deviation Sample standard deviation

18 [N/mm ] [N/mm ]

19 .5 k [-] h [-]

20 Average values and sample standard deviations [N/mm ] z-score = z-score = 3 44 Average values and extended uncertainty of measurement 4 4 [N/mm ] z-score = z-score = 3

21 [N/mm ] 8 6 z-score -score z-score / -score ζ

22 z ζ z ζ

23 u X x s V X u X x s V X Sample standard deviation

24 8 7 [N/mm ] [N/mm ]

25 .5 k [-] h [-]

26 Average values and sample standard deviations [N/mm ] z-score = z-score = Average values and extended uncertainty of measurement 6 [N/mm ] z-score = z-score =

27 [N/mm ] 3 z-score / -score z-score -score ζ

28 z ζ z ζ u X x s V X u X x s V X

29 .5 Sample standard deviation [N/mm ]

30 k [-] h [-]

31 Average values and sample standard deviations [N/mm ] z-score = z-score = Average values and extended uncertainty of measurement 3.8 z-score = z-score = [N/mm ]

32 [N/mm ] 3 z-score -score z-score / -score ζ

33 z ζ z ζ u X x s V X u X x s V X

34 Sample standard deviation [kg/m 3 ] 89

35 [kg/m 3 ] k [-]

36 h [-] Average values and sample standard deviations 3 3 z-score = z-score = 3 9 [kg/m 3 ]

37 Average values and extended uncertainty of measurement z-score = z-score = [kg/m 3 ] [kg/m 3 ]

38 8 z-score -score z-score / -score 44 ζ

39 z ζ z ζ u X x s V X u X x s V X

40 3 Sample standard deviation [N/mm ]

41 k [-] h [-]

42 Average values and sample standard deviations z-score = z-score = [N/mm ] Average values and extended uncertainty of measurement z-score = z-score = [N/mm ]

43 [N/mm ] 4 3 z-score -score z-score / -score ζ

44 z ζ z ζ u X x s V X u X x s V X

45 . Sample standard deviation [-]

46 k [-] h [-]

47 Average values and sample standard deviations [-] 3 z-score = z-score = Average values and extended uncertainty of measurement 5 4 [-] 3 z-score = z-score = 3 4 5

48 [-] 3 z-score -score z-score / -score ζ

49 z ζ z ζ u X x s V X u X x s V X Sample standard deviation

50 [N/mm ] k [-]

51 .5.5 h [-] Average values and sample standard deviations.8 z-score = z-score = 3.6 [N/mm ]

52 Average values and extended uncertainty of measurement.8 z-score = z-score = 3.6 [N/mm ] [N/mm ]

53 3 z-score -score z-score / -score ζ z ζ z ζ

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Obsah 1 Úvod a důležité kontakty 2 Postupy statistické analýzy experimentu shodnosti 3 Závěry statistické analýzy Normativní dokumenty a odkazy

Obsah 1 Úvod a důležité kontakty 2 Postupy statistické analýzy experimentu shodnosti 3 Závěry statistické analýzy Normativní dokumenty a odkazy h k p i =,..., p n C C = s max p i= s i s max s i p s i = n i (y k ȳ), n i n i i y k k bary i i k= s i = y y. x i i =,,, p G p G p = x p x, s x s G p = x x p. s h k h h h i = p ȳ i ȳ (ȳi ȳ ). pj i=