LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 27.515 10
3. 196.34 3
4. 268.28 3
5. 362.35 4
6. 390.58 4
7. 862.28 6
8. 1141.50 15
9. 1181.0 4
10. 1212.43 14
11. 1352.66 18
12. 1441.55 7
13. 1661.62 21
14. 2392.16 15
15. 6082.52 11
GAMMA ENERGIES
87RB(N,G) E=THERMA- ENERGY DE L1 L2
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27.515 10 27.515 10 2 1
122.24 8 122.30 4 6 4
166.01 3 166.01 3 5 3
196.34 3 196.34 3 3 1
240.76 3 240.77 3 4 2
390.60 4 390.58 4 6 1
834.79 6 834.76 6 7 2
984.7 4 984.7 4 9 3
990.7 4 990.31 18 11 5
1141.49 15 1141.49 15 8 1
1184.91 14 1184.91 14 10 2
1245.20 6 1245.20 6 12 3
1352.55 20 1352.65 18 11 1
(2 1464.2 4 1465.27 21 13 3
1661.6 3 1661.61 21 13 1
(1 2196.3 4 2195.79 15 14 3
(1 2391.86 21 2392.12 15 14 1
3690.17 20 3690.28 15 15 14
(2 4419.7 4 4420.78 22 15 13
4640.79 25 4640.84 12 15 12
(2 5220.8 3 5220.08 12 15 7
5692.1 8 5691.74 12 15 6
5719.7 4 5719.98 12 15 5
(1 5886.30 24 5885.97 11 15 3
(1 6054.1 5 6054.79 11 15 2
6082.4 4 6082.30 11 15 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 2.780 F= 11
CHISQ/F = 2.780 (FIT OF 26GAMMAS - 14LEVELS)