LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 1205.77 6
3. 1465.7 4
4. 1880.42 18
5. 2042.28 19
6. 2358.1 7
7. 2533.17 24
8. 2557.8 4
9. 2577.2 7
10. 2640.3 4
11. 2693.7 4
12. 2873.4 6
13. 3082.7 6
14. 3475.7 7
15. 3982.2 7
16. 4178.9 7
17. 7192.4 4
GAMMA ENERGIES
90ZR(N,G) E=THERMA- ENERGY DE L1 L2
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(1 652.49 20 652.74 19 7 4
(1 1068.0 5 1067.5 4 7 3
1205.77 6 1205.77 6 2 1
(1 1466.2 5 1465.7 4 3 1
(1 1880.18 19 1880.40 18 4 1
2042.33 19 2042.26 19 5 1
2358.0 9 2358.1 7 6 1
(2 2534.6 6 2533.13 24 7 1
2557.8 4 2557.8 4 8 1
(1 2576.0 10 2577.1 7 9 1
2639.9 4 2640.2 4 10 1
2693.7 4 2693.7 4 11 1
2873.4 7 2873.4 6 12 1
3013.0 10 3013.4 7 17 16
3082.6 6 3082.6 6 13 1
3211.0 10 3210.1 7 17 15
3475.0 10 3475.6 7 14 1
3716.0 10 3716.6 7 17 14
3983.0 10 3982.1 7 15 1
4178.5 9 4178.8 7 16 1
4319.0 10 4318.9 6 17 12
(2 4550.0 10 4552.0 5 17 10
(1 4614.0 10 4615.1 7 17 9
4834.0 10 4834.1 7 17 6
(2 5152.0 10 5150.0 4 17 5
(1 5987.8 10 5986.4 4 17 2
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 3.030 F= 9
CHISQ/F = 3.030 (FIT OF 26GAMMAS - 16LEVELS)