DATA FOR A = 49 AND Z = 20(CA) 48CA(N,G) E=THERMAL CONSTANT IS OFF
DATASET DAP DBLANK DGAMMA DMIN DSYS
49CA H TYP=FUL$AUT=T. W. Burrows$CIT=NDS 76,191 (1995)$CUT=14-Sep-1995$
49CA c Both groups measured |g's; Ge(Li) with NaI, pair-spectrometer and
49CA2c singles. All data are from 69ArZT, except as noted. Others: see 86Bu09
49CA cL E$from least-squares fit to |g energies
49CA cL J From adopted levels
49CA cG RI Photons per 100 n-captures
49CA N 1.0
49CA cN NR$normalized assuming intensity sum I|g(g.s.)+I|g(primary)=200
49CA cN SIGMAN=1.09{ {I14}} (81MuZQ)
49CA PN C3
49CA2PN PHOTONS PER 100 n-CAPTURES
49CA cG E(A) Calculated by the evaluator from recoil-corrected values
49CA2cG given by 69ArZT
49CA cG E(B) From 70Cr04
49CA L 0.0 3/2-
49CA L 2023.2 31/2-
49CA G 2023.1630 25
49CAF G FLAG=A
49CA L 5146.8 41/2+ S
49CA cL { 5146.6 {I4}} (95Au04)
49CA2cL observed deexcitation intensity is 100% of g.s. feeding.
49CAF L FLAG=AB
49CA G 3123.010 25
49CAF G FLAG=A
49CA G 5146.6 4 75
49CAF G FLAG=B
DATA FOR A = 49 AND Z = 20(CA) 48CA(N,G) E=THERMAL CONSTANT IS OFF
DATASET DAP DBLANK DGAMMA DMIN DSYS
49CA N 535 60 1.0
49CA L 0.0 3/2-
49CA L 2023.06 241/2-
49CA L 5146.38 241/2+
49CA G 3123.4 3 0.0005115
49CA G 5145.9 3 0.0014623
SUMMARY OF TRANSITION DATA FOR ADOPTED LEVELS, GAMMAS CALCULATION
E(DE) I(DI)
L1 0.0
1 L1 2023.2 3
1 G1 2023.2 3 25 5
1 G2 2023.02 241.00E-1720
1 L1 5146.8 4
1 G1 3123.0 10 25 5
1 G2 3123.4 30.00051 15
1 G1 5146.6 4 75 15
1 G2 5145.9 30.00146 23
LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 2023.09 17
3. 5146.49 20
GAMMA ENERGIES
48CA(N,G) E=THERMA-48CA(N,G) E=THERMA- ENERGY DE L1 L2
-----------------------------------------------------------------------------------------------------------------------------------
2023.2 3 2023.02 24 2023.04 17 2 1
3123.0 10 3123.4 3 3123.30 21 3 2
5146.6 4 (1 5145.9 3 5146.20 20 3 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.228 F= 0
DATA SET 2. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.142 F= 0
CHISQ/F = .7900 (FIT OF 6GAMMAS - 2LEVELS)
ITERATION - 2 CHISQ - 4.267
LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 2023.09 17
3. 5146.49 20
GAMMA ENERGIES
48CA(N,G) E=THERMA-48CA(N,G) E=THERMA- ENERGY DE L1 L2
-----------------------------------------------------------------------------------------------------------------------------------
2023.2 3 2023.02 24 2023.04 17 2 1
3123.0 10 3123.4 3 3123.30 21 3 2
5146.6 4 (1 5145.9 3 5146.20 20 3 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.228 F= 0
DATA SET 2. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.142 F= 0
CHISQ/F = .7900 (FIT OF 6GAMMAS - 2LEVELS)
ITERATION - 3 CHISQ - 4.267
LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 2023.08 18
3. 5146.48 21
GAMMA ENERGIES
48CA(N,G) E=THERMA-48CA(N,G) E=THERMA- ENERGY DE L1 L2
-----------------------------------------------------------------------------------------------------------------------------------
2023.2 3 2023.0 3 2023.04 18 2 1
3123.0 11 3123.4 3 3123.29 23 3 2
5146.6 4 5145.9 3 5146.19 21 3 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.040 F= 0
DATA SET 2. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .9589 F= 0
CHISQ/F = .6662 (FIT OF 6GAMMAS - 2LEVELS)
ITERATION - 4 CHISQ - 4.267
LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 2023.08 18
3. 5146.48 21
GAMMA ENERGIES
48CA(N,G) E=THERMA-48CA(N,G) E=THERMA- ENERGY DE L1 L2
-----------------------------------------------------------------------------------------------------------------------------------
2023.2 3 2023.0 3 2023.04 18 2 1
3123.0 11 3123.4 3 3123.29 23 3 2
5146.6 5 5145.9 3 5146.19 21 3 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.021 F= 0
DATA SET 2. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .9379 F= 0
CHISQ/F = .6528 (FIT OF 6GAMMAS - 2LEVELS)
ITERATION - 5 CHISQ - 4.267
LEAST-SQUARES LINEAR REGRESSION OF LEVEL AND GAMMA ENERGIES
LEVEL ENERGIES
1. 0.0
2. 2023.08 18
3. 5146.48 21
GAMMA ENERGIES
48CA(N,G) E=THERMA-48CA(N,G) E=THERMA- ENERGY DE L1 L2
-----------------------------------------------------------------------------------------------------------------------------------
2023.2 3 2023.0 3 2023.04 18 2 1
3123.0 11 3123.4 3 3123.29 23 3 2
5146.6 5 5145.9 3 5146.19 21 3 1
DATA SET 1. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = 1.011 F= 0
DATA SET 2. ENERGIES CORRECTED BY .0000000+- .0000000 KEV CHISQ/F = .9272 F= 0
CHISQ/F = .6459 (FIT OF 6GAMMAS - 2LEVELS)
LEAST-SQUARED FIT AVERAGE INTENSITIES 4 ITERATIONS
LEVEL/GAMMA INTENSITY CHISQ/F
-----------------------------------------------------------------------------------------------------------------------------------
2023.04 18 16.8 24 6.2500
3123.29 23 34 6 .0038
5146.19 21 100 12 .0019
-----------------------------------------------------------------------------------------------------------------------------------
GAMMA ENERGIES FITTED INTENSITIES
1.48CA(N,G) E=THERMAL 2.48CA(N,G) E=THERMAL
-----------------------------------------------------------------------------------------------------------------------------------
2023.04 18 25 5 12.5 20*2* 0.0 2.5E-04 5*S* 16.8 24
3123.29 23 25 5 25 4 0.00051 15 0.00050 10 34 6
5146.19 21 75 15 74 11 0.00146 23 0.00147 20 100 12
-----------------------------------------------------------------------------------------------------------------------------------
CHI/F 3.1273969 .0065740
SKEW 1.4125865 .5827771
NDEGREES 3 2
UNPLACED GAMMA RAY PROCESSING (INTENSITIES ARE RENORMALIZED)