LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 438.631 20
3. 531.30 13
4. 834.50 12
5. 874.5 8
6. 1007.52 20
7. 1251.8 3
8. 1594.5 6
9. 1830.0 7
10. 1982.6 7
11. 2054.3 7
12. 2343.8 6
13. 2377.0 7
14. 2410.0 7
15. 2510.0 7
16. 2562.0 7
17. 6482.1 3
GAMMA ENERGIES
68ZN(N,G), (POL N,- ENERGY DE L1 L2
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436.0 10 435.8 8 5 2
438.630 20 438.630 20 2 1
531.30 13 531.30 13 3 1
760.0 10 760.0 6 8 4
834.46 12 834.49 12 4 1
1007.50 20 1007.51 20 6 1
1180.0 10 1179.8 8 11 5
(1 1218.0 10 1219.8 7 11 4
1251.8 3 1251.8 3 7 1
1452.0 10 1451.3 7 10 3
1595.0 10 1594.5 6 8 1
1812.0 10 1812.5 6 12 3
1830.0 10 1830.0 7 9 1
2344.0 10 2343.7 6 12 1
(1 2378.0 10 2377.0 7 13 1
2410.0 10 2410.0 7 14 1
2510.0 10 2510.0 7 15 1
2561.9 10 2561.9 7 16 1
3920.0 10 3920.0 7 17 16
3972.0 10 3972.0 7 17 15
4072.0 10 4072.0 7 17 14
(1 4106.0 10 4105.0 7 17 13
4138.0 10 4138.2 6 17 12
(1 4426.0 10 4427.6 7 17 11
4500.0 10 4499.3 7 17 10
4652.0 10 4652.0 7 17 9
4888.0 10 4887.4 6 17 8
5230.0 10 5230.1 4 17 7
5474.0 10 5474.3 4 17 6
5647.0 10 5647.4 4 17 4
6482.0 10 6481.8 3 17 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .7419 F= 14
CHISQ/F = .7419 (FIT OF 31GAMMAS - 16LEVELS)