LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 1273.40 3
3. 2028.10 12
4. 2425.93 4
5. 3066.91 7
6. 4840.01 13
7. 4934.31 4
8. 6380.53 4
9. 6713 1
10. 6908.42 9
11. 7057.85 11
12. 7522.9 3
13. 7996.35 17
14. 8473.51 4
GAMMA ENERGIES
28SI(N,G) E=THERMA- ENERGY DE L1 L2
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477.18 17 477.16 17 14 13
950.6 3 950.6 3 14 12
1038.83 16 1038.79 12 5 3
1152.58 8 1152.51 4 4 2
1273.38 3 1273.37 3 2 1
1415.65 11 1415.63 11 14 11
1446.27 9 1446.18 4 8 7
1540.48 13 1540.48 12 8 6
1565.04 8 1565.05 8 14 10
1793.48 11 1793.45 7 5 2
1867.37 9 1867.34 7 7 5
2028.07 16 2028.03 12 3 1
2092.91 3 2092.90 3 14 8
2425.81 5 2425.82 4 4 1
2508.09 25 2508.26 5 7 4
3538.98 5 3538.97 4 14 7
(1 3660.73 6 3660.66 4 7 2
3954.34 8 3954.31 5 8 4
4839.6 4 4839.57 13 6 1
4933.83 7 4933.86 4 7 1
5106.60 10 5106.65 4 8 2
5634.0 5 5634.43 9 10 2
6047.1 3 6046.90 5 14 4
6379.75 11 6379.78 4 8 1
6712.2 10 6712.2 10 9 1
7057.2 4 7056.92 11 11 1
(1 7199.02 13 7199.16 4 14 2
7522.0 10 7521.9 3 12 1
7995.8 10 7995.16 17 13 1
(1 8471.98 17 8472.18 4 14 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .5883 F= 16
CHISQ/F = .5883 (FIT OF 30GAMMAS - 13LEVELS)