研究シリーズ 第34号

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5 R S. E. D.W RM EM (1.37) (39.85) RM EM (1.98) (65.17) RM EM (.40) (55.77) RM EM (3.95) (55.97) RM EM (.8) (44.40) RM EM (0.3) (33.6) RM EM (1.00) (30.48) RM EM (1.78) (39.01) RM EM (4.04) (43.59) RM EM (3.99) (5.90) 1. RM EM R S. E. D.W. 99

6 RM EM EM

7 E 4 1 E = E 1 + r 1 C 1 δ 1 E 1 k C 4 C = k E E = E0 (1 + rj k j δ j ) j= 0 E l E = l E + r k δ n n 0 j j= 0 Y Y 4 5 Y = E C = E 1 k ) j ( 4 4 j= j j j n j= 0 j= l Y = l E + r k δ + l (1 k ) n n α 4 7 l n Y = { l ne0 ( α + )} + { α r λ + β ( 1+ α )} 1 { β r + μ + β (1 + α )} α C0 = l ne0 ( α + ) C = α r λ + β (1 + α) C 1 1 = { β r + μ + β (1 + α )} 101 j

8 l n RM = c0 + c1 + c c 0 c 1 c R S.E (33.95) (11.0) ( 10.08) (46.0) (14.10) ( 1.56) (39.85) (10.48) ( 9.41) (44.35) (11.17) ( 9.79) (39.41) (10.33) ( 9.50) (70.1) (14.94) ( 13.31) (80.06) (15.76) ( 14.6) (89.70) (17.74) ( 16.73) (64.85) (1.66) ( 1.1) (74.9) (13.34) ( 1.88) (66.19) (10.39) ( 10.10) (58.81) (9.3) ( 9.07) (6.06) (10.) ( 9.94) (57.08) (8.99) ( 8.63) 1. RM RH. R S. E. 10

9 l n RH = c0 + c1 + c c 0 c 1 c R S.E (35.84) (1.33) ( 11.50) (51.57) (16.5) ( 14.96) (36.44) (10.13) ( 9.33) (41.58) (11.51) ( 10.43) (33.43) (9.56) ( 8.91) (79.84) (17.43) ( 15.99) (60.70) (13.17) ( 1.58) (75.19) (16.98) ( 16.35) (56.56) (1.37) ( 1.17) (54.08) (10.73) ( 10.57) (53.80) (9.40) ( 9.38) (46.50) (7.93) ( 7.88) (56.17) (10.01) ( 9.86) (50.6) (8.61) ( 8.33) 6 103

10 l n EM = d 0 + d1 + d d 0 d 1 d R S.E (8.06) (8.9) ( 6.13) (30.50) (7.93) ( 6.01) (36.70) (8.87) ( 6.68) (4.47) (9.53) ( 7.14) (45.78) (10.05) ( 7.59) (5.) (10.48) ( 8.08) (5.43) (9.61) ( 9.45) (66.89) (11.49) ( 9.16) (73.99) (11.8) ( 9.51) (86.66) (13.0) ( 10.68) (97.74) (14.48) ( 11.88) (116.78) (16.4) ( 13.79) (89.68) (11.33) ( 9.63) (86.94) (10.96) ( 9.43) 1. EM EB. R S. E. 104

11 l n EB = d 0 + d1 + d d 0 d 1 d R S.E (3.98) (8.61) ( 6.51) (38.15) (9.9) ( 7.00) (40.63) (9.66) ( 7.33) (44.55) (9.79) ( 7.60) (45.13) (9.10) ( 7.09) (57.05) (10.73) ( 8.58) (59.45) (10.54) ( 8.53) (69.09) (11.59) ( 9.44) (81.5) (13.18) ( 10.81) (90.79) (13.89) ( 11.8) (76.4) (10.50) ( 8.99) (74.93) (10.4) ( 8.89) 105

12 l n Y = c0 + c1 + c 4 4 c 1 c c 1 c c 1 c 40 4 = = 6 106

13 c1 < d1 c d 3 10% 5% 5%

14

15 38 4% 51 6% % 51 3%

16 110

17

18 11

19 UR URW URO 4 9 URW URO = ( UR 1.0) + ( UR 1.0) URW URO URW ' 1 URO' % URW URW ' URW ' URW URO' 113

20

21 % l

22 %

23

24

25 1 119

26 AP

27 R D.W. 4 URO = AP AO (8.19) ( 6.) (0.9) 5 9 URO = AP AO (11.1) ( 8.15) (1.90) URO = AP (8.10) ( 6.1) URO = AP AO (6.13) ( 4.65) (1.54) URO = AP AO (11.44) ( 8.74) (1.86) URO = AP AO SG (4.58) (.60) (3.63) ( 0.88) URO = AP AO SG (4.7) ( 1.13) (.0) ( 1.7) URO = AP AO SG (6.11) (.1) (4.4) ( 1.67) URO = AP (17.01) ( 9.84) 65 URO = AP (3.48) ( 5.45) 1. URO = AP AO = SG 4 =4. R D.W

28 4 SG 10 AO AO =9 =1 =14 =

29 RW URW 1 EVE 4 10 RW = EVE URW

30 14

31 RW EVE 1 URW 1 1 EVE EV 4 10 ' RW = EV URW' ' 4 11 drw d 4 11 ' drw d 14 deve durw = + d d dev durw ' = + d d RW EV drw > d dev d 4 11 ' durw ' 4 13 > 0 d URW URW ' URW ' 15

32 1 RO 1 EOE 1 URO 4 14 RO = EOE URO 4 15 dro d = deoe d + duro d 1 EOE 15 1 RWH HW 4 10 (1) RW = RWH HW URW 1 WW () RW = WW HW URW'' (3) drw dww dhw durw '' = d d d d dww / d dev / d 4 11 ' 3 durw ' durw '' (4) dhw = d d d (5) dhw < 0 d durw ' durw '' (6) < d d 16

33 EO EOE 4 14 ' 4 15 ' RO dro d = EO URO' = deo d + duro' d 4 10 EO RO dro < d deo d 17

34 18

35 4 15 ' duro' 4 17 < 0 d = RRW = RW / RW RRO = RO / RO REV = EV / EV REO = EO / EO49 4 RURW ' = URW ' / URW ' RURO' = URO' /URO'

36 4 10 ' RW / EV RURW ' = = RRW / RW49 / EV49 REV 4 15 ' = RO / EO = RRO RURO' / RO49 / EO49 REO RRW REV RRO REO RURW RURO RURW ' RURO' 1 1 UR URW URO 4 6 UR = URW + URO URW49 URO ' URW URO = ( UR = ( UR 1.0) RURW ' 1.0) RURW ' RURW ' URW49 URW + RURO' URO 49 RURO' URO49 URW + RURO' URO RURW ' RURO' 4 10 p URO 49 UR 49 URW

37 % % 1%

38 1 13

39 133

40 134

41

42

43 137

44 % % 138

45

46 46 140

47

48 14

49 % 9 143

50 144

51 145

52 ,

53 A B C D E 30 10,45 9,873 9, ,619 10, , , ,4 11, ,687 13,01 1, , ,94 13,803 1, ,115 1, ,945 13, ,46 16,43 15,31 15,59 14, , ,911 15, ,4 18,040 16, ,0 16, ,795 19,514 18,038 18, ,697 18,838 18, ,990 17, ,741 17, ,886 0,709 18, ,41 1,74 0,855 19, , A 1. B 147

54 A B 1 148

55

56

57 % , ,

58 a b R S.E. D.W (.5) ( 0.85) ( 5.57) (9.73) ( 4.41) (11.01) ( 4.14) (.1) ( 5.5) (18.0) ( 1.81) (17.39) ( 9.09) (15.7) ( 17.0) (3.31) 1. HN = a + b PD HN. R S. E. D.W. 15

59 a b R S.E. D.W (5.16) ( 3.58) ( 3.50) (7.66) (.07) (4.33) (.0) (6.37) (.95) (6.4) (1.44) (1.18) (.3) (16.05) (.8) (0.33) ( 0.83) (9.7) ( 4.4) (6.77) ( 3.35) (9.38) ( 9.87) (15.7) ( 5.49) (1.34) ( 8.1) (16.10) PD 153

60

61 R S. E. D.W. 5 9 HN = PD AP ( 11.9) (3.86) (8.05) HN = PD 0.5 AO ( 1.13) (.50) (1.01) HN = PD AO ( 0.99) (4.13) (.1) HN = PD (1.44) (1.18) HN = PD (.3) (16.05) HN = PD ( 0.83) (9.7) HN = PD 10.4 AP AO (.51) (.67) (1.0) (.03) HN = PD 7.40 AP ( 7.36) (3.86) (1.03) 65 HN = PD ( 5.49) (1.34) 1. HN PD AP AO 1 1. R S. E. D.W

62 p

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. ev=,604k m 3 Debye ɛ 0 kt e λ D = n e n e Ze 4 ln Λ ν ei = 5.6π / ɛ 0 m/ e kt e /3 ν ei v e H + +e H ev Saha x x = 3/ πme kt g i g e n

. ev=,604k m 3 Debye ɛ 0 kt e λ D = n e n e Ze 4 ln Λ ν ei = 5.6π / ɛ 0 m/ e kt e /3 ν ei v e H + +e H ev Saha x x = 3/ πme kt g i g e n 003...............................3 Debye................. 3.4................ 3 3 3 3. Larmor Cyclotron... 3 3................ 4 3.3.......... 4 3.3............ 4 3.3...... 4 3.3.3............ 5 3.4.........

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