Eu: Comparison of Adopted, Budapest, ENSDF, LANL, and Lone Capture Gamma Data
| 151Eu | Abundance=47.81(3) | σ(BNL-325)=5900(20) |
| 153Eu | Abundance=52.19(3) | σ(BNL-325)=312(7) |
| A | Energies(keV) | Elemental Cross Section | Intensity per 100 Captures Normalized to BNL-325 |
| Adopted Data |
ENSDF |
Budapest | Lone | Adopted Data | Budapest | Adopted Data |
ENSDF |
Budapest | Lone |
|---|
| 153 | 0.71(10) | 0.91 | | | | | | | | |
| 151 | 12.598(15) | 12.598(15) | 12.598(15) | | | 5.9(6) | | 0.125(12) | 0.198(20) | |
| 151 | 19.70(1) | 19.695(7) | | | 59(30) | | 2.0(10) | 0.45(5) | | |
| 151 | 24.11(1) | 24.110(10) | | | 8.6(CA) | | 0.290 | 0.76(8) | | |
| 151 | 37.217(1) | 37.2171(12) | | | 2.0(5) | | 0.067(17) | 0.034(7) | | |
| 151 | 42.573(1) | 42.5730(8) | | | 2.3(8) | | 0.08(3) | 0.030(4) | | |
| 151 | 46.16(1) | 46.1504(6) | 47.08(9) | | | 786(70) | | 1.38(9) | 263.5(23) | |
| 151 | 48.31(17) | 47.4291 | 48.31(17) | | 181(70) | 181(70) | 6.1(23) | 0.0350 | 6.1(23) | |
| 151 | 52.39(9) | 52.4957(4) | 52.39(9) | | 55(3) | 55(3) | 1.84(10) | 0.094(16) | 1.84(10) | |
| 153 | 59.79(14) | 59.4244(6) | 59.79(14) | | 10(3) | 10(3) | 0.34(10) | 0.00453(16) | 0.34(10) | |
| 151 | 65.1(3) | 65.2965(5) | 63.43(23) | | 16(8) | 12(5) | 0.5(3) | 0.120(14) | 0.40(17) | |
| 153 | 68.23(9) | 68.1711(5) | 68.23(9) | | 69(20) | 69(20) | 2.3(7) | 2.03(11) | 2.3(7) | |
| 153 | 71.24(12) | 71.2398(14) | 71.24(12) | | 45(14) | 45(14) | 1.5(5) | 0.0019(3) | 1.5(5) | |
| 151 | 73.21(9) | 73.4280(7) | 73.21(9) | | 106(22) | 106(22) | 3.6(7) | 1.35(13) | 3.6(7) | |
| 153 | 74.86(12) | 74.7195(14) | 74.86(12) | | 43(12) | 43(12) | 1.4(4) | 0.00196(22) | 1.4(4) | |
| 151 | 77.40(8) | 77.2583(6) | 77.40(8) | | 187(13) | 187(13) | 6.3(4) | 3.3(3) | 6.3(4) | |
| 151 | 79.78(22) | 79.8216(5) | 79.78(22) | | 12(6) | 12(6) | 0.40(20) | 0.196(18) | 0.40(20) | |
| 153 | 82.51(13) | 82.370(6) | 82.51(13) | | 7(5) | 7(5) | 0.23(17) | 0.0009(3) | 0.23(17) | |
| 151 | 87.13(11) | 87.1618(6) | 85.28(13) | | 29(3) | 9(5) | 0.97(10) | 0.103(8) | 0.30(17) | |
| 151 | 88.31(12) | 87.9210(7) | 88.31(12) | | 42(5) | 42(5) | 1.41(17) | 0.0150(10) | 1.41(17) | |
| 151 | 89.97(8) | 89.8492(7) | 89.97(8) | | 1431(30) | 1431(30) | 48.0(10) | 30.4(22) | 48.0(10) | |
| 151 | 91.20(10) | 91.2627(7) | 91.20(10) | | 20(10) | 20(10) | 0.7(3) | 0.050(4) | 0.7(3) | |
| 151 | 92.7515(6) | 92.7575(6) | | | 6(3) | | 0.20(10) | 0.099(8) | | |
| 151 | 95.25(11) | 95.1946(6) | 95.25(11) | | 8(3) | 8(3) | 0.27(10) | 0.114(10) | 0.27(10) | |
| 153 | 100.86(23) | 100.8592(10) | 100.86(23) | | 24(5) | 24(5) | 0.80(17) | 0.381(8) | 0.80(17) | |
| 151 | 103.34(13) | 103.3722(10) | 103.34(13) | | 48(5) | 48(5) | 1.61(17) | 0.0201(14) | 1.61(17) | |
| 153 | 106.57(14) | 106.569(5) | 106.57(14) | | 42(6) | 42(6) | 1.41(20) | 0.00049(11) | 1.41(20) | |
| 151 | 111.0(3) | 111.1361(10) | 109.63(13) | | 22(6) | 22(9) | 0.74(20) | 0.206(14) | 0.7(3) | |
| 151 | 112.4557(8) | 112.4557(8) | | | 7(3) | | 0.23(10) | 0.123(9) | | |
| 151 | 113.1(3) | 113.0527(9) | 113.1(3) | | 15(5) | 15(5) | 0.50(17) | 0.246(17) | 0.50(17) | |
| 151 | 117.54(10) | 117.599(3) | 117.54(10) | | 14.7(22) | 14.7(22) | 0.49(7) | 0.0040(8) | 0.49(7) | |
| 153 | 119.71(13) | 119.746(9) | 119.71(13) | | 11.9(25) | 11.9(25) | 0.40(8) | 0.00033(11) | 0.40(8) | |
| 151 | 121.71(11) | 121.5558(9) | 121.71(11) | | 17.7(25) | 17.7(25) | 0.59(8) | 0.048(4) | 0.59(8) | |
| 151 | 124.01(16) | 123.9630(10) | 124.01(16) | | 25(3) | 25(3) | 0.84(10) | 0.0130(11) | 0.84(10) | |
| 153 | 125.19(16) | 124.944(3) | 125.19(16) | | 25(3) | 25(3) | 0.84(10) | 0.00273(22) | 0.84(10) | |
| 153 | 129.06(12) | 129.1878(15) | 130.93(15) | | 14.7(16) | 15.0(16) | 0.49(5) | 0.0060(5) | 0.50(5) | |
| 151 | 132.71(10) | 132.6827(15) | 132.71(10) | | 20.7(13) | 20.7(13) | 0.69(4) | 0.028(3) | 0.69(4) | |
| 151 | 135.42(9) | 135.4468(20) | 135.42(9) | | 27.8(14) | 27.8(14) | 0.93(5) | 0.0037(6) | 0.93(5) | |
| 151 | 137.89(20) | 137.8710(10) | 137.89(20) | | 7(3) | 7(3) | 0.23(10) | 0.133(12) | 0.23(10) | |
| 151 | 140.19(9) | 140.1134(10) | 140.19(9) | | 21(4) | 21(4) | 0.70(13) | 0.070(7) | 0.70(13) | |
| 151 | 143.54(8) | 143.5360(12) | 143.54(8) | | 43(3) | 43(3) | 1.44(10) | 0.051(5) | 1.44(10) | |
| 151 | 148.80(22) | 148.6069(12) | 148.80(22) | | 13(4) | 13(4) | 0.44(13) | 0.061(6) | 0.44(13) | |
| 151 | 150.59(19) | 150.6883(15) | 150.59(19) | | 7(3) | 7(3) | 0.23(10) | 0.095(10) | 0.23(10) | |
| 153 | 154.14(9) | 154.016(4) | 154.14(9) | | 22(3) | 22(3) | 0.74(10) | 0.0028(3) | 0.74(10) | |
| 151 | 157.22(7) | 157.0407(20) | 157.22(7) | | 7.5(22) | 7.5(22) | 0.25(7) | 0.0198(18) | 0.25(7) | |
| 153 | 158.31(21) | 158.312(3) | 158.31(21) | | 9.3(16) | 9.3(16) | 0.31(5) | 0.00076(16) | 0.31(5) | |
| 153 | 160.29(16) | 160.2498(12) | 160.29(16) | | 9.3(17) | 9.3(17) | 0.31(6) | 0.0060(4) | 0.31(6) | |
| 151 | 163.89(14) | 163.9106(12) | 163.89(14) | | 13.1(24) | 13.1(24) | 0.44(8) | 0.088(7) | 0.44(8) | |
| 151 | 167.01(13) | 166.961(3) | 167.01(13) | | 18.9(19) | 18.9(19) | 0.63(6) | 0.0078(8) | 0.63(6) | |
| 151 | 169.28(9) | 169.3973(12) | 169.28(9) | | 54.8(22) | 54.8(22) | 1.84(7) | 0.36(3) | 1.84(7) | |
| 151 | 171.95(9) | 171.962(5) | 171.95(9) | | 40(3) | 40(3) | 1.34(10) | 0.0064(11) | 1.34(10) | |
| 151 | 176.6(3) | 176.661(3) | 176.6(3) | | 6(3) | 6(3) | 0.20(10) | 0.0036(6) | 0.20(10) | |
| 153 | 179.83(13) | 179.911(6) | 179.83(13) | | 20(3) | 20(3) | 0.67(10) | 0.0010(4) | 0.67(10) | |
| 151 | 182.38(11) | 182.399(5) | 182.38(11) | 181.3(20) | 23(3) | 23(3) | 0.77(10) | 0.038(8) | 0.77(10) | 0.28 |
| 153 | 187.37(8) | 187.4366(20) | 187.37(8) | | 31.2(14) | 31.2(14) | 1.05(5) | 0.0240(22) | 1.05(5) | |
| 151 | 190.96(11) | 190.9650(20) | 190.96(11) | | 19.7(14) | 19.7(14) | 0.66(5) | 0.090(10) | 0.66(5) | |
| 151 | 193.11(13) | 193.143(8) | 193.11(13) | 191.9(20) | 28.3(20) | 28.3(20) | 0.95(7) | 0.0038(15) | 0.95(7) | 0.54 |
| 153 | 194.73(25) | 194.648(6) | 194.73(25) | | 11.7(20) | 11.7(20) | 0.39(7) | 0.00109(16) | 0.39(7) | |
| 151 | 197.10(16) | 197.062(3) | 197.10(16) | | 14.1(14) | 14.1(14) | 0.47(5) | 0.0171(21) | 0.47(5) | |
| 151 | 199.12(10) | 199.104(17) | 199.12(10) | 198.5(20) | 25.5(15) | 25.5(15) | 0.85(5) | 0.005(4) | 0.85(5) | 0.52 |
| 151 | 203.63(10) | 203.732(3) | 203.63(10) | | 18.4(14) | 18.4(14) | 0.62(5) | 0.051(5) | 0.62(5) | |
| 151 | 206.53(8) | 206.4617(20) | 206.53(8) | 206.6(20) | 58.7(20) | 58.7(20) | 1.97(7) | 0.34(3) | 1.97(7) | 2.44 |
| 151 | 208.51(18) | 208.418(5) | 208.51(18) | | 16.1(21) | 16.1(21) | 0.54(7) | 0.0107(16) | 0.54(7) | |
| 151 | 209.93(25) | 209.922(4) | 209.93(25) | | 8.5(24) | 8.5(24) | 0.28(8) | 0.0138(17) | 0.28(8) | |
| 151 | 214.57(17) | 214.625(3) | 214.57(17) | | 13(3) | 13(3) | 0.44(10) | 0.173(15) | 0.44(10) | |
| 151 | 221.30(8) | 221.349(15) | 221.30(8) | 221.6(20) | 73(3) | 73(3) | 2.45(10) | 0.010(4) | 2.45(10) | 2.14 |
| 153 | 225.11(21) | 225.024(6) | 225.11(21) | | 11.2(23) | 11.2(23) | 0.38(8) | 0.00136(22) | 0.38(8) | |
| 151 | 228.7(4) | 228.820(7) | 228.7(4) | | 5.6(22) | 5.6(22) | 0.19(7) | 0.0059(11) | 0.19(7) | |
| 151 | 233.22(14) | 233.061(9) | 233.22(14) | 233.5(20) | 15.9(23) | 15.9(23) | 0.53(8) | 0.012(3) | 0.53(8) | 0.25 |
| 151 | 239.25(23) | 239.248(5) | 239.25(23) | | 12.4(25) | 12.4(25) | 0.42(8) | 0.038(4) | 0.42(8) | |
| 151 | 243.1(3) | 243.032(4) | 243.1(3) | | 12.2(20) | 12.2(20) | 0.41(7) | 0.047(4) | 0.41(7) | |
| 151 | 244.88(24) | 244.547(3) | 244.88(24) | 244.1(20) | 26.3(22) | 26.3(22) | 0.88(7) | 0.316(22) | 0.88(7) | 1.15 |
| 151 | 246.5(3) | 246.657(4) | 246.5(3) | | 15(3) | 15(3) | 0.50(10) | 0.163(11) | 0.50(10) | |
| 151 | 253.52(10) | 253.595(5) | 253.52(10) | | 11(3) | 11(3) | 0.37(10) | 0.0168(11) | 0.37(10) | |
| 151 | 256.20(9) | 255.531(4) | 256.20(9) | | 12.0(25) | 12.0(25) | 0.40(8) | 0.057(4) | 0.40(8) | |
| 151 | 260.66(9) | 260.662(7) | 260.66(9) | 262.1(20) | 15.9(18) | 15.9(18) | 0.53(6) | 0.0101(9) | 0.53(6) | 0.25 |
| 153 | 265.0(5) | 265.082(14) | 265.0(5) | | 3.8(5) | 3.8(5) | 0.127(17) | 0.00033(8) | 0.127(17) | |
| 153 | 266.96(14) | 267.000(25) | 266.96(14) | | 8.0(11) | 8.0(11) | 0.27(4) | 0.0090(14) | 0.27(4) | |
| 151 | 270.84(10) | 270.893(4) | 270.84(10) | | 6.5(11) | 6.5(11) | 0.22(4) | 0.113(7) | 0.22(4) | |
| 151 | 273.65(8) | 273.488(7) | 273.65(8) | | 17.3(12) | 17.3(12) | 0.58(4) | 0.109(13) | 0.58(4) | |
| 151 | 276.14(9) | 276.077(5) | 276.14(9) | | 10.9(11) | 10.9(11) | 0.37(4) | 0.087(6) | 0.37(4) | |
| 153 | 279.91(14) | 279.780(6) | 279.91(14) | | 6.9(5) | 6.9(5) | 0.231(17) | 0.00164(22) | 0.231(17) | |
| 153 | 281.78(9) | 281.684(4) | 281.78(9) | | 20.4(8) | 20.4(8) | 0.68(3) | 0.106(6) | 0.68(3) | |
| 151 | 283.53(24) | 283.603(15) | 283.53(24) | | 5.9(4) | 5.9(4) | 0.198(13) | 0.0153(18) | 0.198(13) | |
| 151 | 285.10(9) | 285.132(4) | 285.10(9) | 286.2(20) | 23.2(18) | 23.2(18) | 0.78(6) | 0.36(3) | 0.78(6) | 0.35 |
| 151 | 287.29(10) | 287.276(20) | 287.29(10) | | 11.5(8) | 11.5(8) | 0.39(3) | 0.007(3) | 0.39(3) | |
| 151 | 288.82(11) | 288.659(6) | 288.82(11) | | 9.3(6) | 9.3(6) | 0.312(20) | 0.064(5) | 0.312(20) | |
| 153 | 293.68(14) | 293.903(11) | 293.68(14) | | 6.0(4) | 6.0(4) | 0.201(13) | 0.00049(8) | 0.201(13) | |
| 151 | 295.41(10) | 295.542(6) | 295.41(10) | 296.1(20) | 13.4(5) | 13.4(5) | 0.449(17) | 0.125(10) | 0.449(17) | 0.67 |
| 153 | 297.40(12) | 297.466(3) | 297.40(12) | | 7.0(4) | 7.0(4) | 0.235(13) | 0.0040(3) | 0.235(13) | |
| 153 | 299.83(8) | 299.0314(21) | 299.83(8) | | 24.0(6) | 24.0(6) | 0.804(20) | 0.0240(16) | 0.804(20) | |
| 153 | 301.73(19) | 301.853(8) | 301.73(19) | 302.1(20) | 3.1(4) | 3.1(4) | 0.104(13) | 0.00191(16) | 0.104(13) | 0.48 |
| 153 | 304.22(9) | 304.378(20) | 304.22(9) | | 7.3(6) | 7.3(6) | 0.245(20) | 0.00055(8) | 0.245(20) | |
| 153 | 307.58(18) | 307.617(10) | 307.58(18) | | 3.4(6) | 3.4(6) | 0.114(20) | 0.00147(13) | 0.114(20) | |
| 153 | 309.71(8) | 309.782(8) | 309.71(8) | | 11.5(9) | 11.5(9) | 0.39(3) | 0.0093(7) | 0.39(3) | |
| 151 | 313.97(24) | 313.763(8) | 313.97(24) | | 4.5(10) | 4.5(10) | 0.15(3) | 0.030(5) | 0.15(3) | |
| 153 | 316.18(12) | 316.224(10) | 316.18(12) | | 10.8(9) | 10.8(9) | 0.36(3) | 0.00273(22) | 0.36(3) | |
| 153 | 318.95(11) | 319.218(3) | 318.95(11) | 320.3(20) | 11.7(9) | 11.7(9) | 0.39(3) | 0.051(3) | 0.39(3) | 0.49 |
| 151 | 321.61(12) | 321.68(5) | 321.61(12) | | 9.8(8) | 9.8(8) | 0.33(3) | 0.007(4) | 0.33(3) | |
| 153 | 326.15(21) | 326.387(9) | 326.15(21) | | 12(4) | 12(4) | 0.40(13) | 0.00060(11) | 0.40(13) | |
| 153 | 330.82(11) | 330.877(13) | 330.82(11) | | 9.0(8) | 9.0(8) | 0.30(3) | 0.00235(22) | 0.30(3) | |
| 151 | 334.45(10) | 334.504(20) | 334.45(10) | | 11.1(10) | 11.1(10) | 0.37(3) | 0.022(6) | 0.37(3) | |
| 153 | 337.58(23) | 337.846(6) | 337.58(23) | | 4.1(9) | 4.1(9) | 0.14(3) | 0.0112(6) | 0.14(3) | |
| 153 | 340.01(17) | 340.216(20) | 340.01(17) | | 5.5(9) | 5.5(9) | 0.18(3) | 0.00055(16) | 0.18(3) | |
| 151 | 344.53(10) | 344.85(4) | 344.53(10) | | 7.1(14) | 7.1(14) | 0.24(5) | 0.013(8) | 0.24(5) | |
| 151 | 348.73(12) | 348.619(10) | 348.73(12) | | 7.5(13) | 7.5(13) | 0.25(4) | 0.057(5) | 0.25(4) | |
| 151 | 350.42(24) | 350.420(20) | 350.42(24) | | 3.1(5) | 3.1(5) | 0.104(17) | 0.017(5) | 0.104(17) | |
| 151 | 353.10(18) | 352.974(20) | 353.10(18) | | 4.4(4) | 4.4(4) | 0.147(13) | 0.083(12) | 0.147(13) | |
| 151 | 354.81(12) | 354.444(9) | 354.81(12) | 355.2(20) | 8.7(14) | 8.7(14) | 0.29(5) | 0.058(4) | 0.29(5) | 0.26 |
| 153 | 358.27(11) | 358.38(3) | 358.27(11) | | 7.6(15) | 7.6(15) | 0.25(5) | 0.0011(4) | 0.25(5) | |
| 151 | 360.06(17) | 359.991(10) | 360.06(17) | | 5.1(4) | 5.1(4) | 0.171(13) | 0.064(8) | 0.171(13) | |
| 151 | 364.82(10) | 364.768(9) | 364.82(10) | | 7.8(5) | 7.8(5) | 0.261(17) | 0.131(10) | 0.261(17) | |
| 153 | 366.57(9) | 367.772(4) | 366.57(9) | | 8.8(7) | 8.8(7) | 0.295(23) | 0.0065(4) | 0.295(23) | |
| 151 | 369.39(15) | 368.860(9) | 369.39(15) | | 5.9(8) | 5.9(8) | 0.20(3) | 0.091(8) | 0.20(3) | |
| 151 | 370.82(12) | 371.21(5) | 370.82(12) | | 8.3(5) | 8.3(5) | 0.278(17) | 0.018(6) | 0.278(17) | |
| 151 | 373.56(17) | 373.91(4) | 373.56(17) | | 3.3(6) | 3.3(6) | 0.111(20) | 0.015(3) | 0.111(20) | |
| 151 | 376.75(9) | 377.575(17) | 376.75(9) | | 8.4(5) | 8.4(5) | 0.282(17) | 0.035(4) | 0.282(17) | |
| 153 | 378.98(10) | 379.066(6) | 378.98(10) | | 6.5(4) | 6.5(4) | 0.218(13) | 0.0069(7) | 0.218(13) | |
| 153 | 381.56(10) | 381.703(8) | 381.56(10) | | 5.3(5) | 5.3(5) | 0.178(17) | 0.0049(3) | 0.178(17) | |
| 151 | 388.00(16) | 387.624(10) | 388.00(16) | | 4.3(6) | 4.3(6) | 0.144(20) | 0.038(6) | 0.144(20) | |
| 153 | 390.61(12) | 390.463(7) | 390.61(12) | 389.5(20) | 8.7(7) | 8.7(7) | 0.292(23) | 0.0113(6) | 0.292(23) | 0.21 |
| 151 | 392.96(12) | 392.55(3) | 392.96(12) | | 7.5(6) | 7.5(6) | 0.251(20) | 0.027(5) | 0.251(20) | |
| 153 | 396.92(11) | 396.996(4) | 396.92(11) | | 7.5(6) | 7.5(6) | 0.251(20) | 0.00366(22) | 0.251(20) | |
| 151 | 400.52(19) | 399.665(12) | 400.52(19) | | 4.2(6) | 4.2(6) | 0.141(20) | 0.033(5) | 0.141(20) | |
| 151 | 404.34(14) | 404.741(15) | 404.34(14) | | 9.6(9) | 9.6(9) | 0.32(3) | 0.029(5) | 0.32(3) | |
| 153 | 411.61(17) | 411.181(6) | 411.61(17) | | 5.3(7) | 5.3(7) | 0.178(23) | 0.0038(3) | 0.178(23) | |
| 151 | 414.24(11) | 414.484(12) | 414.24(11) | | 9.1(8) | 9.1(8) | 0.30(3) | 0.063(7) | 0.30(3) | |
| 153 | 418.0(4) | 418.274(10) | 418.0(4) | | 2.8(9) | 2.8(9) | 0.09(3) | 0.00431(22) | 0.09(3) | |
| 153 | 423.32(10) | 424.517(18) | 423.32(10) | 424(2) | 13.1(10) | 13.1(10) | 0.44(3) | 0.0011(3) | 0.44(3) | 0.28 |
| 153 | 427.02(13) | 427.845(18) | 427.02(13) | | 8.0(9) | 8.0(9) | 0.27(3) | 0.0012(3) | 0.27(3) | |
| 153 | 433.04(10) | 432.728(12) | 433.04(10) | | 10.3(11) | 10.3(11) | 0.35(4) | 0.0078(11) | 0.35(4) | |
| 151 | 438.1(3) | 437.337(17) | 438.1(3) | | 5.3(9) | 5.3(9) | 0.18(3) | 0.035(4) | 0.18(3) | |
| 151 | 440.83(24) | 440.57(6) | 440.83(24) | 440.5(20) | 6.2(9) | 6.2(9) | 0.21(3) | 0.030(8) | 0.21(3) | 0.23 |
| 153 | 444.6(3) | 445.991(8) | 444.6(3) | | 4.7(10) | 4.7(10) | 0.16(3) | 0.00229(11) | 0.16(3) | |
| 153 | 446.9(4) | 447.747(5) | 446.9(4) | | 3.3(11) | 3.3(11) | 0.11(4) | 0.0081(4) | 0.11(4) | |
| 153 | 449.85(20) | 451.00(3) | 449.85(20) | | 5.4(11) | 5.4(11) | 0.18(4) | 0.0008(3) | 0.18(4) | |
| 153 | 453.7(3) | 452.889(5) | 453.7(3) | | 2.5(4) | 2.5(4) | 0.084(13) | 0.0092(4) | 0.084(13) | |
| 151 | 461.61(19) | 462.79(10) | 461.61(19) | | 3.3(4) | 3.3(4) | 0.111(13) | 0.021(10) | 0.111(13) | |
| 153 | 466.06(20) | 465.727(11) | 466.06(20) | | 2.4(8) | 2.4(8) | 0.08(3) | 0.00426(22) | 0.08(3) | |
| 153 | 472.38(12) | 472.553(15) | 472.38(12) | | 5.3(9) | 5.3(9) | 0.18(3) | 0.00126(11) | 0.18(3) | |
| 153 | 481.92(16) | 483.56(3) | 481.92(16) | | 2.5(5) | 2.5(5) | 0.084(17) | 0.0014(5) | 0.084(17) | |
| 151 | 491.7(3) | 492.06(15) | 491.7(3) | | 1.4(3) | 1.4(3) | 0.047(10) | 0.013(7) | 0.047(10) | |
| 153 | 499.65(23) | 499.714(20) | 499.65(23) | | 2.7(5) | 2.7(5) | 0.090(17) | 0.00196(16) | 0.090(17) | |
| 153 | 517.14(24) | 516.818(13) | 517.14(24) | | 2.1(5) | 2.1(5) | 0.070(17) | 0.0036(3) | 0.070(17) | |
| 153 | 523.31(16) | 524.964(8) | 523.31(16) | | 3.1(4) | 3.1(4) | 0.104(13) | 0.00317(22) | 0.104(13) | |
| 153 | 526.49(11) | 524.964(8) | 526.49(11) | | 4.3(4) | 4.3(4) | 0.144(13) | 0.00317(22) | 0.144(13) | |
| 153 | 5126.9(9) | 5125.1(11) | 5126.9(9) | | 1.2(10) | 1.2(10) | 0.04(3) | 0.00064(6) | 0.04(3) | |
| 153 | 5132.7(10) | 5133.8(11) | 5132.7(10) | | 0.9(12) | 0.9(12) | 0.03(4) | 0.00032(3) | 0.03(4) | |
| 153 | 5137.4(10) | | 5137.4(10) | | 1.8(10) | 1.8(10) | 0.06(3) | | 0.06(3) | |
| 153 | 5149.5(10) | | 5149.5(10) | | 1.1(7) | 1.1(7) | 0.037(23) | | 0.037(23) | |
| 153 | 5224.1(9) | 5224.2(3) | 5224.1(9) | | 1.3(9) | 1.3(9) | 0.04(3) | 0.00194(13) | 0.04(3) | |
| 151 | 5366.3(10) | 5364.8(3) | 5366.3(10) | | 0.8(12) | 0.8(12) | 0.03(4) | 0.009(3) | 0.03(4) | |
| 151 | 5379.7(4) | 5379.1(1) | 5379.7(4) | | 9.2(19) | 9.2(19) | 0.31(6) | 0.098(20) | 0.31(6) | |
| 151 | 5405.7(4) | 5406.6(18) | 5405.7(4) | | 1.7(3) | 1.7(3) | 0.057(10) | 0.007(4) | 0.057(10) | |
| 151 | 5413.7(4) | 5413.2(4) | 5413.7(4) | | 1.49(25) | 1.49(25) | 0.050(8) | 0.024(6) | 0.050(8) | |
| 151 | 5423.0(4) | 5422.0(1) | 5423.0(4) | | 1.53(25) | 1.53(25) | 0.051(8) | 0.024(5) | 0.051(8) | |
| 151 | 5428.5(3) | 5427.5(2) | 5428.5(3) | | 2.9(3) | 2.9(3) | 0.097(10) | 0.031(7) | 0.097(10) | |
| 151 | 5450.2(3) | 5449.6(4) | 5450.2(3) | | 2.9(3) | 2.9(3) | 0.097(10) | 0.042(10) | 0.097(10) | |
| 151 | 5455.2(8) | 5454.7(12) | 5455.2(8) | | 1.3(3) | 1.3(3) | 0.044(10) | 0.013(7) | 0.044(10) | |
| 151 | 5463.19(22) | 5462.8(3) | 5463.19(22) | | 3.6(3) | 3.6(3) | 0.121(10) | 0.054(10) | 0.121(10) | |
| 153 | 5470.9(7) | 5471.53(20) | 5470.9(7) | | 0.73(20) | 0.73(20) | 0.024(7) | 0.0049(3) | 0.024(7) | |
| 151 | 5484.5(9) | 5483.8(3) | 5484.5(9) | | 0.59(21) | 0.59(21) | 0.020(7) | 0.012(3) | 0.020(7) | |
| 151 | 5500.68(18) | 5500.2(1) | 5500.68(18) | 5503.4(20) | 7.0(4) | 7.0(4) | 0.235(13) | 0.106(21) | 0.235(13) | 0.11 |
| 151 | 5510.2(6) | 5509.7(2) | 5510.2(6) | | 1.50(22) | 1.50(22) | 0.050(7) | 0.022(5) | 0.050(7) | |
| 151 | 5530.0(7) | 5529.0(2) | 5530.0(7) | | 1.9(6) | 1.9(6) | 0.064(20) | 0.020(4) | 0.064(20) | |
| 151 | 5539.7(7) | 5538.8(1) | 5539.7(7) | | 1.4(4) | 1.4(4) | 0.047(13) | 0.020(4) | 0.047(13) | |
| 151 | 5550.4(3) | 5550.2(1) | 5550.4(3) | | 2.9(5) | 2.9(5) | 0.097(17) | 0.036(8) | 0.097(17) | |
| 151 | 5561.3(8) | 5561.5(8) | 5561.3(8) | | 1.1(7) | 1.1(7) | 0.037(23) | 0.0038(10) | 0.037(23) | |
| 151 | 5568.1(8) | 5567.3(3) | 5568.1(8) | | 1.3(6) | 1.3(6) | 0.044(20) | 0.010(3) | 0.044(20) | |
| 151 | 5595.20(20) | 5594.7(1) | 5595.20(20) | 5597.7(20) | 5.3(4) | 5.3(4) | 0.178(13) | 0.051(10) | 0.178(13) | 0.05 |
| 151 | 5614.5(4) | 5613.6(2) | 5614.5(4) | | 2.4(3) | 2.4(3) | 0.080(10) | 0.028(6) | 0.080(10) | |
| 151 | 5621.9(5) | 5623.6(4) | 5621.9(5) | | 2.7(3) | 2.7(3) | 0.090(10) | 0.014(4) | 0.090(10) | |
| 151 | 5648.3(8) | 5648.0(1) | 5648.3(8) | | 1.44(25) | 1.44(25) | 0.048(8) | 0.023(6) | 0.048(8) | |
| 151 | 5660.4(7) | 5662.2(3) | 5660.4(7) | | 1.4(3) | 1.4(3) | 0.047(10) | 0.0095(19) | 0.047(10) | |
| 151 | 5682.0(6) | 5681.0(2) | 5682.0(6) | | 1.02(15) | 1.02(15) | 0.034(5) | 0.015(3) | 0.034(5) | |
| 151 | 5686.8(3) | 5685.7(2) | 5686.8(3) | | 1.22(16) | 1.22(16) | 0.041(5) | 0.023(5) | 0.041(5) | |
| 151 | 5696.0(6) | 5694.7(1) | 5696.0(6) | | 0.66(14) | 0.66(14) | 0.022(5) | 0.015(3) | 0.022(5) | |
| 151 | 5725.51(23) | 5725.60(8) | 5725.51(23) | | 2.69(25) | 2.69(25) | 0.090(8) | 0.0455(10) | 0.090(8) | |
| 151 | 5733.4(5) | 5732.90(15) | 5733.4(5) | | 1.47(22) | 1.47(22) | 0.049(7) | 0.0202(10) | 0.049(7) | |
| 151 | 5737.6(7) | 5737.57(23) | 5737.6(7) | | 0.9(4) | 0.9(4) | 0.030(13) | 0.0135(9) | 0.030(13) | |
| 151 | 5743.4(3) | 5743.36(11) | 5743.4(3) | | 1.53(21) | 1.53(21) | 0.051(7) | 0.0360(11) | 0.051(7) | |
| 151 | 5763.5(15) | 5763.54(10) | 5763.5(15) | | 0.7(5) | 0.7(5) | 0.023(17) | 0.0180(6) | 0.023(17) | |
| 151 | 5770.1(8) | 5769.85(7) | 5770.1(8) | | 1.4(7) | 1.4(7) | 0.047(23) | 0.0373(8) | 0.047(23) | |
| 151 | 5796.6(5) | 5796.37(7) | 5796.6(5) | | 1.9(7) | 1.9(7) | 0.064(23) | 0.0463(9) | 0.064(23) | |
| 151 | 5805.7(13) | 5805.52(8) | 5805.7(13) | | 1.2(7) | 1.2(7) | 0.040(23) | 0.0270(8) | 0.040(23) | |
| 151 | 5816.5(8) | 5817.99(12) | 5816.5(8) | | 3.7(12) | 3.7(12) | 0.12(4) | 0.073(3) | 0.12(4) | |
| 151 | 5819.5(22) | 5817.99(12) | 5819.5(22) | | 0.9(5) | 0.9(5) | 0.030(17) | 0.073(3) | 0.030(17) | |
| 151 | 5835.8(15) | 5835.82(10) | 5835.8(15) | | 1.4(7) | 1.4(7) | 0.047(23) | 0.0309(10) | 0.047(23) | |
| 151 | 5860.8(9) | 5860.41(8) | 5860.8(9) | | 0.9(6) | 0.9(6) | 0.030(20) | 0.0161(4) | 0.030(20) | |
| 153 | 5870.1(9) | 5869.4(4) | 5870.1(9) | | 1.2(6) | 1.2(6) | 0.040(20) | 0.00054(4) | 0.040(20) | |
| 151 | 5893.5(8) | 5893.72(7) | 5893.5(8) | | 1.5(7) | 1.5(7) | 0.050(23) | 0.0356(9) | 0.050(23) | |
| 153 | 5909.3(9) | 5909.21(21) | 5909.3(9) | | 1.0(6) | 1.0(6) | 0.034(20) | 0.0084(4) | 0.034(20) | |
| 151 | 5915.7(4) | 5915.65(6) | 5915.7(4) | | 3.5(5) | 3.5(5) | 0.117(17) | 0.0599(10) | 0.117(17) | |
| 151 | 5922.1(8) | 5921.85(6) | 5922.1(8) | | 2.3(5) | 2.3(5) | 0.077(17) | 0.0439(10) | 0.077(17) | |
| 151 | 5955.2(8) | 5955.32(9) | 5955.2(8) | | 0.6(6) | 0.6(6) | 0.020(20) | 0.0166(6) | 0.020(20) | |
| 151 | 5966.9(8) | 5965.95(10) | 5966.9(8) | | 0.9(3) | 0.9(3) | 0.030(10) | 0.0155(6) | 0.030(10) | |
| 151 | 5985.6(8) | 5985.25(10) | 5985.6(8) | | 0.50(18) | 0.50(18) | 0.017(6) | 0.0140(6) | 0.017(6) | |
| 151 | 6012.5(5) | 6012.31(7) | 6012.5(5) | | 1.1(4) | 1.1(4) | 0.037(13) | 0.0177(5) | 0.037(13) | |
| 151 | 6020.8(5) | 6020.30(8) | 6020.8(5) | | 2.39(20) | 2.39(20) | 0.080(7) | 0.0289(10) | 0.080(7) | |
| 151 | 6024.24(16) | 6023.91(7) | 6024.24(16) | | 2.3(8) | 2.3(8) | 0.08(3) | 0.0379(10) | 0.08(3) | |
| 151 | 6059.9(8) | 6060.02(14) | 6059.9(8) | | 1.1(6) | 1.1(6) | 0.037(20) | 0.0215(12) | 0.037(20) | |
| 151 | 6069.29(18) | 6069.21(5) | 6069.29(18) | 6069.7(20) | 8.2(7) | 8.2(7) | 0.275(23) | 0.1192(23) | 0.275(23) | 0.15 |
| 151 | 6085.4(7) | 6085.38(6) | 6085.4(7) | | 1.8(7) | 1.8(7) | 0.060(23) | 0.0471(9) | 0.060(23) | |
| 151 | 6103.6(8) | 6104.14(22) | 6103.6(8) | | 0.6(5) | 0.6(5) | 0.020(17) | 0.0090(7) | 0.020(17) | |
| 151 | 6131.6(7) | 6131.70(9) | 6131.6(7) | | 1.1(6) | 1.1(6) | 0.037(20) | 0.0134(5) | 0.037(20) | |
| 151 | 6143.3(8) | 6144.7(8) | 6143.3(8) | | 0.14(17) | 0.14(17) | 0.005(6) | 0.0012(3) | 0.005(6) | |
| 151 | 6156.30(20) | 6156.02(5) | 6156.30(20) | | 2.68(19) | 2.68(19) | 0.090(6) | 0.0382(7) | 0.090(6) | |
| 151 | 6165.2(7) | 6164.73(8) | 6165.2(7) | | 0.72(15) | 0.72(15) | 0.024(5) | 0.0145(5) | 0.024(5) | |
| 151 | 6216.5(8) | 6216.90(10) | 6216.5(8) | | 0.8(4) | 0.8(4) | 0.027(13) | 0.0202(10) | 0.027(13) | |
| 151 | 6229.7(7) | 6229.34(5) | 6229.7(7) | 6229.8(20) | 4.1(8) | 4.1(8) | 0.14(3) | 0.0865(24) | 0.14(3) | 0.10 |
| 151 | 6306.77(21) | 6306.59(7) | 6306.77(21) | | 1.81(14) | 1.81(14) | 0.061(5) | 0.0250(11) | 0.061(5) | |
A=151 Intensity analysis
- Budapest/Adopted=1.000 ±0.008 , CHISQ/f=0.001 , 138 gammas
1 outliers: 87.13,
- ENSDF/Adopted=0.559 ±0.004 , CHISQ/f=1.252 , 144 gammas
75 outliers: 24.11 , 48.31, 52.39, 87.13, 88.31, 89.97, 103.34, 117.54, 121.71, 124.01
132.71, 135.42, 140.19, 143.54, 148.80, 157.22, 163.89, 167.01, 169.28, 171.95
182.38, 190.96, 193.11, 197.10, 199.12, 203.63, 206.53, 208.51, 209.93, 221.30
228.7, 233.22, 239.25, 243.1, 244.88, 246.5, 253.52, 256.20, 260.66, 273.65
276.14, 283.53, 285.10, 287.29, 288.82, 295.41, 313.97, 321.61, 334.45, 344.53
348.73, 350.42, 354.81, 360.06, 370.82, 373.56, 376.75, 388.00, 392.96, 400.52
404.34, 414.24, 438.1, 440.83, 461.61, 5405.7, 5428.5, 5595.20, 5614.5, 5621.9
5660.4, 5819.5, 6020.8, 6069.29, 6156.30,
- LANL/Adopted=0.000 ±0.0E+00 , 0 gammas, 0 outliers
- LONE/Adopted=0.741 ±0.132 , 16 gammas, 0 outliers
A=153 Intensity analysis
- Budapest/Adopted=1.000 ±0.012 , CHISQ/f=0.000 , 64 gammas
- ENSDF/Adopted=0.146 ±0.009 , CHISQ/f=4.055 , 62 gammas
40 outliers: 59.79, 68.23, 71.24, 74.86, 100.86, 106.57, 119.71, 125.19, 129.06, 154.14
158.31, 160.29, 179.83, 187.37, 194.73, 225.11, 266.96, 279.91, 293.68, 297.40
299.83, 304.22, 309.71, 316.18, 326.15, 330.82, 340.01, 358.27, 366.57, 378.98
381.56, 390.61, 396.92, 411.61, 423.32, 427.02, 433.04, 444.6, 449.85, 472.38
- LANL/Adopted=0.000 ±0.0E+00 , 0 gammas, 0 outliers
- LONE/Adopted=1.807 ±0.825 , 4 gammas, 1 outliers
| Unmatched Lone Transitions |
| Energy | Gamma Yield |
----------------------------------------
| 458.4(20) | 0.21 |
| 610.1(20) | 0.22 |
| 644.4(20) | 0.29 |
| 779.8(20) | 0.27 |
| 1564.4(20) | 0.40 |
| 3067.7(20) | 0.18 |
| 3857.9(20) | 0.12 |
| 3873.3(20) | 0.09 |
| 4286(2) | 0.06 |
| 6311.3(20) | 0.08 |
| 6418.7(20) | 0.05 |
----------------------------------------
Unmatched Budapest Transitions
| A | Energy | Sigma |
| 151 | 39.5(3) | 13200(00) |
| 151 | 41.48(8) | 3.3E+07 |
| 151 | 56.73(16) | 1600(00) |
| 151 | 65.1(3) | 1600(00) |
| 153 | 87.13(11) | 2900(00) |
| 153 | 111.0(3) | 2200(00) |
| 153 | 129.06(12) | 1470(60) |