LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 531.90 12
3. 1475.96 15
4. 2005.2 5
5. 2122.48 25
6. 2371.8 3
7. 5515.20 25
GAMMA ENERGIES
86KR(N,G) E=TH - ENERGY DE L1 L2
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531.91 13 531.90 12 2 1
944.2 3 944.06 17 3 2
1475.94 17 1475.95 15 3 1
1839.8 4 1839.9 3 6 2
2005.2 5 2005.2 5 4 1
2122.4 3 2122.45 25 5 1
3143.3 4 3143.4 3 7 6
3392.6 3 3392.65 25 7 5
4039.6 6 4039.1 3 7 3
4983.1 4 4983.15 24 7 2
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .3158 F= 3
CHISQ/F = .3158 (FIT OF 10GAMMAS - 6LEVELS)
LEAST-SQUARED FIT AVERAGE INTENSITIES 0 ITERATIONS
LEVEL/GAMMA INTENSITY CHISQ/F
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531.90 12 80 12 .0000
944.06 17 13 6 .0000
1475.95 15 100 15 .0000
1839.9 3 21 6 .0000
2005.2 5 10 6 .0000
2122.45 25 29 8 .0000
3143.4 3 45 12 .0000
3392.65 25 85 20 .0000
4039.1 3 43 17 .0000
4983.15 24 28 8 .0000
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