LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 350.79 7
3. 2788.80 14
4. 2794.18 4
5. 3663.60 11
6. 4684.32 18
7. 4725.40 6
8. 5689.78 5
9. 5992.62 12
10. 6761.19 5
GAMMA ENERGIES
20NE(N,G) E=THERMA- ENERGY DE L1 L2
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(S 0.0 350.79 7 2 1
(S 0.0 768.56 13 10 9
(S 0.0 869.40 11 5 4
(S 0.0 874.78 16 5 3
(S 0.0 964.36 8 8 7
(S 0.0 1071.39 7 10 8
(S 0.0 1890.05 18 6 4
1931.08 6 1931.12 5 7 4
2035.67 20 2035.69 7 10 7
(S 0.0 2076.76 18 10 6
2437.84 25 2437.86 14 3 2
(S 0.0 2788.61 14 3 1
2793.94 5 2793.98 4 4 1
2895.32 10 2895.38 6 8 4
3097.25 10 3097.35 9 10 5
(2 3311.92 25 3312.53 11 5 2
3966.51 25 3966.61 6 10 4
3971.98 15 3971.99 13 10 3
4333.19 25 4333.05 18 6 2
4374.13 6 4374.11 5 7 2
4683.62 25 4683.76 18 6 1
(1 4725.10 25 4724.82 6 7 1
5641.00 25 5641.02 13 9 2
5688.97 6 5688.95 5 8 1
5991.71 13 5991.71 12 9 1
6409.39 12 6409.35 7 10 2
6760.06 6 6760.03 5 10 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.100 F= 10
CHISQ/F = 1.376 (FIT OF 18GAMMAS - 9LEVELS)