LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 601.01 8
3. 986.18 9
4. 1302.68 8
5. 1461.22 15
6. 1668.15 12
7. 1715.45 15
8. 1841.59 8
9. 1936.49 10
10. 2195.99 13
11. 2452.41 18
12. 2490.41 9
13. 2608.66 15
14. 4025.53 8
GAMMA ENERGIES
136XE(N,G) E=THERM- ENERGY DE L1 L2
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268.35 15 268.34 10 9 6
385.16 10 385.16 7 3 2
538.93 10 538.91 8 8 4
601.01 11 601.01 8 2 1
681.97 15 681.97 9 6 3
(1 701.23 25 701.67 9 4 2
860.27 14 860.21 13 5 2
893.23 15 893.21 13 13 7
893.23 15 893.31 11 10 4
(1 950.18 13 950.31 8 9 3
1067.14 14 1067.13 9 6 2
1114.3 3 1114.43 15 7 2
1187.55 19 1187.73 10 12 4
1302.67 11 1302.67 8 4 1
1335.49 14 1335.47 8 9 2
1416.91 17 1416.86 13 14 13
1466.23 20 1466.23 16 11 3
1504.30 15 1504.23 9 12 3
1535.09 12 1535.11 8 14 12
1573.1 3 1573.11 17 14 11
1715.6 3 1715.44 15 7 1
1829.44 15 1829.52 11 14 10
1841.49 13 1841.58 8 8 1
1889.21 25 1889.39 9 12 2
2007.8 4 2007.64 14 13 2
2088.93 12 2089.02 8 14 9
2183.88 10 2183.92 8 14 8
2490.48 16 2490.39 9 12 1
(1 2564.6 3 2564.28 14 14 5
3039.37 11 3039.32 7 14 3
3424.55 11 3424.47 6 14 2
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .6184 F= 17
CHISQ/F = .6184 (FIT OF 31GAMMAS - 13LEVELS)