LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 7.2 8
3. 136.16 6
4. 159.3 8
5. 301.54 6
6. 338.5 8
7. 482.17 3
8. 494.83 15
9. 543.4 8
10. 615.24 6
11. 619.22 4
12. 716.5 3
13. 773.4 9
14. 964.8 4
15. 1028.9 8
16. 1232.1 7
17. 1239.9 5
18. 1308.0 8
19. 1404.3 8
20. 1471.5 7
21. 1539.18 12
22. 1554.5 10
23. 1659.9 7
24. 2360.2 7
25. 2480.4 7
26. 2524.5 7
27. 2538.1 7
GAMMA ENERGIES
180TA(N,G) E=THERM- ENERGY DE L1 L2
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7.2 8 7.2 8 2 1
136.17 6 136.16 6 3 1
152.12 12 152.12 12 4 2
193.25 16 193.29 14 8 5
275.05 14 275.05 14 17 14
301.53 6 301.54 6 5 1
338.5 8 338.5 8 6 1
358.8 3 358.66 16 8 3
414.98 25 414.98 25 12 5
434.9 3 434.9 3 13 6
470.0 4 470.0 4 14 8
482.17 3 482.17 3 7 1
543.4 8 543.4 8 9 1
615.24 6 615.24 6 10 1
619.22 4 619.22 4 11 1
1028.9 8 1028.9 8 15 1
1232.1 7 1232.1 7 16 1
1308.0 8 1308.0 8 18 1
1404.3 8 1404.3 8 19 1
1471.5 7 1471.5 7 20 1
1539.17 12 1539.17 12 21 1
1554.5 10 1554.5 10 22 1
1659.9 7 1659.9 7 23 1
2360.2 7 2360.2 7 24 1
2480.4 7 2480.4 7 25 1
2524.5 7 2524.5 7 26 1
2538.1 7 2538.1 7 27 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .2941 F= 0
CHISQ/F = .2941 (FIT OF 27GAMMAS - 26LEVELS)