LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 102.89 10
3. 293.94 22
4. 467.81 4
5. 491.28 12
6. 615.8 3
7. 624.7 3
8. 888.87 20
9. 1051.2 4
10. 1233.50 9
11. 1305.25 13
12. 1406.8 3
13. 1702.56 25
14. 1711.40 22
15. 1724.86 10
16. 1828.2 3
17. 2174.2 5
18. 2252.5 6
19. 2331.7 4
20. 2383.6 3
21. 2569.8 3
22. 2773.9 4
23. 2951.2 4
24. 3525.6 8
25. 6700.5 5
GAMMA ENERGIES
80SE(N,G) E=THERMA- ENERGY DE L1 L2
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102.89 10 102.89 10 2 1
156.9 3 156.9 3 7 4
191.05 20 191.05 20 3 2
467.77 4 467.81 4 4 1
491.28 12 491.28 12 5 1
(2 491.16 9 491.36 8 15 10
615.8 3 615.8 3 6 1
757.3 3 757.3 3 9 3
(2 765.48 9 765.68 8 10 4
785.98 17 785.98 17 8 2
1202.35 9 1202.35 9 11 2
(1 1257.8 6 1257.04 10 15 4
1406.8 3 1406.8 3 12 1
1702.54 25 1702.54 25 13 1
1711.38 22 1711.38 22 14 1
(3 1725.36 15 1724.84 10 15 1
1784.7 6 1784.7 6 18 4
1828.2 3 1828.2 3 16 1
1863.9 4 1863.9 4 19 4
2174.2 5 2174.2 5 17 1
2383.6 3 2383.6 3 20 1
2483.4 4 2483.4 4 23 4
2569.8 3 2569.8 3 21 1
2773.8 4 2773.8 4 22 1
3525.5 8 3525.5 8 24 1
4975.5 5 4975.5 5 25 15
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 24.64 F= 1
CHISQ/F = 24.64 (FIT OF 26GAMMAS - 24LEVELS)