JEFF-3.2 Release - Neutron File March 2014 6000 0 0 0 95241.0000 238.986100 2 1 2 19543 1451 1 0.0 0.0 0 0 0 69543 1451 2 1.00000000 30000000.0 0 0 10 329543 1451 3 293.600000 0.0 1 0 435 859543 1451 4 95-Am-241 CEA EVAL-JUL12 CEA/NRG/IRMM collaboration 9543 1451 5 DIST-JUL12 9543 1451 6 ----JEFF32 MATERIAL 9543 9543 1451 7 -----INCIDENT NEUTRON DATA 9543 1451 8 ------ENDF-6 FORMAT 9543 1451 9 ***************************** JEFF-3.2 ***********************9543 1451 10 9543 1451 11 ************** G E N E R A L I N F O R M A T I O N *************9543 1451 12 9543 1451 13 9543 1451 14 Evaluation performed in the frame of CEA/NRG/IRMM collaboration 9543 1451 15 9543 1451 16 . Resolved Resonance Range : E < 150 eV 9543 1451 17 New resonance parameters extracted by CEA/DEN (Cadarache) from 9543 1451 18 data measured at the IRMM by P. Schilleebeckx, S. Kopecky, 9543 1451 19 C. Lampoulis and C. Sage. Transmission data from IRMM were used 9543 1451 20 to normalize the transmission data from Derrien (Sacley,1975) 9543 1451 21 and the capture data from Vanpraet (IRMM,1985). The data were 9543 1451 22 retreived from EXFOR. The Neutron Resonance Shape Analysis 9543 1451 23 was performed with the REFIT code of Moxon. 9543 1451 24 9543 1451 25 . Unresolved Resonance Range : 150 eV < E < 40 keV 9543 1451 26 New average parameters were produced with the "urr" option 9543 1451 27 of TALYS. Flag LSSF=1 is used as recomended by the WPEC/SG32. 9543 1451 28 9543 1451 29 . Above the unresolved resonance region: 40 keV < E < 30 MeV 9543 1451 30 New evaluation based on model calculations performed by 9543 1451 31 CEA/DAM (Bruyeres-le-Chatel) 9543 1451 32 using the TALYS code (version 1.0) [1]. The data file has been 9543 1451 33 created using partly the ENDF-6 format generator TEFAL. 9543 1451 34 9543 1451 35 9543 1451 36 . Radiative capture isomeric ratio as function of neutron energy 9543 1451 37 was added by CEA/DEN (Cadarache) (MF=9, MT=102) with 9543 1451 38 variance information (MF=40 MT=102). 9543 1451 39 9543 1451 40 9543 1451 41 MF=1 General Information 9543 1451 42 ----------------------------------------------- 9543 1451 43 9543 1451 44 The prompt fission neutron multiplicity and spectra 9543 1451 45 are calculated using the BRC improved Los Alamos model from 9543 1451 46 Vladuca and Tudora [2]. The model parameters are slightly 9543 1451 47 different from those adopted in [2]. The prompt fission 9543 1451 48 neutron multiplicity is obtained from an energetic balance 9543 1451 49 ratio. The available energy (the average fission energy 9543 1451 50 released minus the average fission fragment kinetic energy 9543 1451 51 minus the average prompt gamma ray energy) is divided by the 9543 1451 52 energy carry away by the neutron (the average fission 9543 1451 53 fragment neutron separation energy plus the average 9543 1451 54 center-of-mass energy of the emitted neutrons). The main 9543 1451 55 improvement is the dependence of the average total 9543 1451 56 fission-fragment kinetic energy and the average gamma energy 9543 1451 57 on neutron incident energy. 9543 1451 58 9543 1451 59 9543 1451 60 MT=452 Total Nubar. Sum of MT=455 and 456 9543 1451 61 MT=455 Delayed Neutron Yields. BRC modified ENDF/B-VII 9543 1451 62 MT=456 Prompt Neutron Yields. 9543 1451 63 Vladuca and Tudora BRC improved Madland-Nix model 9543 1451 64 MT=458 Energy Release. BRC modified ENDF/B-VII 9543 1451 65 9543 1451 66 9543 1451 67 MF=2 Resonance Parameters E < 150 eV 9543 1451 68 ----------------------------------------------- 9543 1451 69 9543 1451 70 The resonance parameters were extracted from a simulatenous 9543 1451 71 fit of the IRMM data (measurements started in 2007 in the 9543 1451 72 frame of the PhD tesis of Christophe Sage) and of the EXFOR 9543 1451 73 data (up to 150 eV). 9543 1451 74 9543 1451 75 The unresolved resonance parameters were calculated with the 9543 1451 76 TALYS code (urr option) by using the average parameters 9543 1451 77 deduced from the statistical analysis of the resonance 9543 1451 78 9543 1451 79 9543 1451 80 MF=3 Continuum Range E>40keV 9543 1451 81 ----------------------------------------------- 9543 1451 82 9543 1451 83 From the energy of 1 keV up to 200 MeV, eigth states : 9543 1451 84 (ground-sate rotationnal band {5/2-,7/2-,9/2-,11/2-,13/2-} 9543 1451 85 and octupolar band {5/2+,7/2+,9/2+}) 9543 1451 86 Coupled Channel Calculations are performed using the ECIS06[3] 9543 1451 87 code (implemented in the TALYS code [1]) 9543 1451 88 which also provides compound nucleus cross sections and 9543 1451 89 transmission coefficients used in pre-equilibrium/evaporation 9543 1451 90 emission treated in the exciton and Hauser-Feshbach models 9543 1451 91 implemented in the TALYS code [14]. This reaction includes also9543 1451 92 width fluctuation factors,relativistic kinematic.Fission[4,5] 9543 1451 93 penetrability model taking into account Triple Humped Fission 9543 1451 94 Barrier (THFB) has been developed, explicitly coupling class 9543 1451 95 I, II and III states while damping those of class II and III. 9543 1451 96 Emission of light hadrons up to He4 are explicitly treated in 9543 1451 97 the model calculations. Fission decay of associated residual 9543 1451 98 nuclei is also treated. 9543 1451 99 9543 1451 100 MT=1 calculation from BRC deformed optical potential 9543 1451 101 over the whole energy range 1 keV-200 MeV. 9543 1451 102 MT=2 calculation from BRC deformed optical potential 9543 1451 103 MT=3 calculation from BRC deformed optical potential 9543 1451 104 MT=4 : Total inelastic cross section 9543 1451 105 sum of mt=51-91. 9543 1451 106 MT=5 (n,anything) cross section 9543 1451 107 MT=16 (n,2n) cross section 9543 1451 108 MT=17 (n,3n) cross section 9543 1451 109 MT=18 (n,F) cross section 9543 1451 110 MT=22 (n,na) cross section 9543 1451 111 MT=24 (n,2na) cross section 9543 1451 112 MT=25 (n,3na) cross section 9543 1451 113 MT=28 (n,np) cross section 9543 1451 114 MT=37 (n,4n) cross-section 9543 1451 115 MT=41 (n,2np) cross section 9543 1451 116 MT=42 (n,3np) cross section 9543 1451 117 MT=51-90(n,n') cross-section for 1st-31th excited states 9543 1451 118 MT=91 (n,n') continuum cross-section 9543 1451 119 MT=102 (n,g) cross-section 9543 1451 120 MT=103 (n,p) cross section 9543 1451 121 MT=107 (n,a) cross section 9543 1451 122 9543 1451 123 MF=4 Angular Distributions of Secondary Particles 9543 1451 124 ----------------------------------------------- 9543 1451 125 9543 1451 126 MT=2 elastic angular distribution, given up to 30 MeV. 9543 1451 127 From coupled channels calculations icluding also 9543 1451 128 compound elastic contribution. 9543 1451 129 MT=18 fission given up to 30 MeV (assumed isotropic) 9543 1451 130 MT=51-90 inelastic levels, 1st-40th excited states given 9543 1451 131 given up to 30 MeV. 9543 1451 132 From coupled channels calculations icluding also 9543 1451 133 compound inelastic contributions. 9543 1451 134 9543 1451 135 MF=5 Energy Distributions of Secondary Particles 9543 1451 136 ----------------------------------------------- 9543 1451 137 9543 1451 138 MT=18 Vladuca and Tudora BRC improved Madland-Nix model 9543 1451 139 MT=455 extended NEA/OECD data 9543 1451 140 9543 1451 141 MF=6 Products Energy-angle Distributions 9543 1451 142 ----------------------------------------------- 9543 1451 143 9543 1451 144 In MF6 we store all secondary energy, angle, and energy-angle 9543 1451 145 distributions, as well as all residual and discrete + continuum 9543 1451 146 photon production cross sections. We thus do not use MF12-15 for 9543 1451 147 the photon production that accompanies each reaction. All data 9543 1451 148 are generated with TALYS. 9543 1451 149 9543 1451 150 MT=5 (n,anything) yields and energy-angle distributions 9543 1451 151 9543 1451 152 For energies below 20 MeV, MT5 contains the relative yields of 9543 1451 153 the (n,gamma x) reaction, where x may represent neutron, proton, 9543 1451 154 deuteron, triton, Helium-3 or alpha. Using the (n,gamma x) cross 9543 1451 155 section of MF3/MT3, the (n,gamma p), ..., (n,gamma alpha) cross 9543 1451 156 section can be recovered. For energies above 20 MeV, MT5 contains 9543 1451 157 the production yields of particles and residual products. It also 9543 1451 158 contains the secondary energy-angle distributions for all 9543 1451 159 particles and photons. First, the yields for neutrons are given 9543 1451 160 for the whole energy range. Next, on a secondary energy grid the 9543 1451 161 relative emission spectra are given together with the parameters 9543 1451 162 for the Kalbach systematics for angular distributions. Inelastic 9543 1451 163 scattering cross sections for discrete states have been broadened 9543 1451 164 and added to the continuum spectra. This procedure is repeated 9543 1451 165 for protons, deuterons, tritons, Helium-3, alpha particles and 9543 1451 166 photons. Finally, the residual production yields are given per 9543 1451 167 final product. All these yields and relative distributions can 9543 1451 168 be multiplied with the cross sections given in MF3/MT5 to get 9543 1451 169 the production cross sections and (double-)differential cross 9543 1451 170 sections. 9543 1451 171 9543 1451 172 MT=16 (n,2n) energy-angle distr. and photon production 9543 1451 173 9543 1451 174 First, for each type of outgoing particle, the (trivial) integer 9543 1451 175 particle yields are given. Next, on a sufficiently dense incident 9543 1451 176 energy grid the secondary energy-angle distributions are 9543 1451 177 specified by means of the relative emission spectra and the 9543 1451 178 parameters for the Kalbach systematics for angular distributions. 9543 1451 179 Next, the photon yield is tabulated as a function of incident 9543 1451 180 energy. For each incident energy, the photon production is given 9543 1451 181 for all discrete gamma lines present in the final nucleus. A 9543 1451 182 continuum photon distribution is added to this. We assume 9543 1451 183 isotropy for all produced gamma rays. 9543 1451 184 9543 1451 185 For the following MT-numbers, the same procedure as for MT16 is 9543 1451 186 followed: 9543 1451 187 9543 1451 188 MT=17 (n,3n) energy-angle distr. and photon production 9543 1451 189 MT=22 (n,na) energy-angle distr. and photon production 9543 1451 190 MT=24 (n,2na) energy-angle distr. and photon production 9543 1451 191 MT=25 (n,3na) energy-angle distr. and photon production 9543 1451 192 MT=28 (n,np) energy-angle distr. and photon production 9543 1451 193 MT=37 (n,4n) energy-angle distr. and photon production 9543 1451 194 MT=41 (n,2np) energy-angle distr. and photon production 9543 1451 195 MT=42 (n,3np) energy-angle distr. and photon production 9543 1451 196 MT=91 (n,n') continuum energy-angle distr. and phot. prod. 9543 1451 197 MT=102 (n,g) energy-angle distr. and photon production 9543 1451 198 9543 1451 199 9543 1451 200 MF=8 Radioactive Decay Data 9543 1451 201 ----------------------------------------------- 9543 1451 202 9543 1451 203 For reactions to isomers, MF8 designates where the information 9543 1451 204 for isomeric versus ground state production can be found. Here 9543 1451 205 for MT=102 it points to MF10. 9543 1451 206 Decay data were taken from ENSDF. 9543 1451 207 9543 1451 208 MT=102 9543 1451 209 9543 1451 210 MF=10 Cross Sections for Production of Radioactive Nuclides 9543 1451 211 ----------------------------------------------- 9543 1451 212 9543 1451 213 All data (E>18keV) are generated with TALYS. Final states with a 9543 1451 214 lifetime that exceeds 1 second are treated as isomer. 9543 1451 215 9543 1451 216 For E<18KeV, the folowing methdology is applied: 9543 1451 217 9543 1451 218 -------------------------------------------------------------- 9543 1451 219 Capture Isomeric Ratio (IR) to 242Am ground and metastable 9543 1451 220 states: new evaluation for JEFF3.2 9543 1451 221 -------------------------------------------------------------- 9543 1451 222 MF=10 MT=102 9543 1451 223 9543 1451 224 Fluctuations of the IR are expected in the resolved resonance 9543 1451 225 range (see [6,7]). This is called Spin Memory. 9543 1451 226 9543 1451 227 9543 1451 228 :::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::9543 1451 229 --> E < 100eV: 9543 1451 230 9543 1451 231 Calculation results for s-waves [7] are the following: 9543 1451 232 9543 1451 233 IRmeta(Jpi=2-) = 0.0842+-0.0001 9543 1451 234 IRmeta(Jpi=3-) = 0.2271+-0.0002 9543 1451 235 9543 1451 236 Below 100eV, we propose an energy-dependant isomeric ratio by a9543 1451 237 straightforward linear combination of nuclear compound states 9543 1451 238 described by a sum of single levels treated by the Breit-Wigner9543 1451 239 formula. Thus, the amplitude coupling is not considered. 9543 1451 240 9543 1451 241 The spin assignement of the resonances are sampled 9543 1451 242 by Monte Carlo technique and an optimum set of values is cho- 9543 1451 243 -osen regarding to integral indirect measurements (Post- 9543 1451 244 Irradiation Experiment analysis PIE) with following hypothesis:9543 1451 245 9543 1451 246 1- The gJxGn is maintained for each resonance. 9543 1451 247 2- A probability to reach each level is deduced. 9543 1451 248 3- The mean isomeric ratio is obtained by convolution of IR(En)9543 1451 249 and 241Am(n,gamma) calculated reaction rates 9543 1451 250 (in the 281 SHEM multigroup format) 9543 1451 251 4- Integral Experiments are (Thermal point see above): 9543 1451 252 9543 1451 253 SHERWOOD (LWR like) : = 0.1090+-0.0020 9543 1451 254 ICARE/S (Undermoderated LWR) : = 0.1640+-0.0040 9543 1451 255 9543 1451 256 PWR-PIE@High Burn-up are not considered here. Indeed, 9543 1451 257 [242mAm]/[241Am] concentration ratio is sensititive to highly 9543 1451 258 unknown 242mAm(n,absorption) thermal XS. 9543 1451 259 9543 1451 260 :::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::9543 1451 261 --> 100eV < E < 18keV, JEFF-3.1.1 is maintained 9543 1451 262 9543 1451 263 MT=102 9543 1451 264 9543 1451 265 9543 1451 266 MF=12 Photon Production Multiplicities 9543 1451 267 ----------------------------------------------- 9543 1451 268 9543 1451 269 MT=18 from ENDF/B-VII 9543 1451 270 9543 1451 271 MF=13 Photon Production Cross-section 9543 1451 272 ----------------------------------------------- 9543 1451 273 9543 1451 274 MT=4 : Total inelastic 9543 1451 275 MT=16 (n,2n) 9543 1451 276 MT=17 (n,3n) 9543 1451 277 MT=22 (n,na) 9543 1451 278 MT=24 (n,2na) 9543 1451 279 MT=25 (n,3na) 9543 1451 280 MT=28 (n,np) 9543 1451 281 MT=37 (n,4n) 9543 1451 282 MT=41 (n,2np) 9543 1451 283 MT=42 (n,3np) 9543 1451 284 MT=102 (n,g) 9543 1451 285 MT=103 (n,p) 9543 1451 286 MT=107 (n,a) 9543 1451 287 9543 1451 288 MF=14 Photon Angular Distribution 9543 1451 289 ----------------------------------------------- 9543 1451 290 9543 1451 291 MT=4 : Total inelastic 9543 1451 292 MT=16 (n,2n) 9543 1451 293 MT=17 (n,3n) 9543 1451 294 MT=18 (n,F) from ENDF/B-VII 9543 1451 295 MT=22 (n,na) 9543 1451 296 MT=24 (n,2na) 9543 1451 297 MT=25 (n,3na) 9543 1451 298 MT=28 (n,np) 9543 1451 299 MT=37 (n,4n) 9543 1451 300 MT=41 (n,2np) 9543 1451 301 MT=42 (n,3np) 9543 1451 302 MT=102 (n,g) 9543 1451 303 MT=103 (n,p) 9543 1451 304 MT=107 (n,a) 9543 1451 305 9543 1451 306 MF=15 Continuous Photon Energy Spectra 9543 1451 307 ----------------------------------------------- 9543 1451 308 9543 1451 309 MT=18 from ENDF/B-VII 9543 1451 310 9543 1451 311 9543 1451 312 MF=40 Variances of Isomeric Ratios (IR) 9543 1451 313 ----------------------------------------------- 9543 1451 314 9543 1451 315 MT=102 Variances of the 241Am capture Isomeric Ratios (IR) 9543 1451 316 to 242Am ground and metastable states [6] 9543 1451 317 9543 1451 318 The variances, here below, are tabulated only for the IR to 9543 1451 319 the ground state since IR absolute variances for metastable 9543 1451 320 and ground states are identical. 9543 1451 321 9543 1451 322 The variances are essentially supplied by the 3 degrees error 9543 1451 323 weighted polynomial fit which includes 3 components: 9543 1451 324 - the estimated variance of the fitting; 9543 1451 325 equal to the ratio of the residual sum of squares to the degree9543 1451 326 of freedom, 9543 1451 327 - the variance resulting of the variances both on the 9543 1451 328 fitting parameters and on the choice of our fitting law, 9543 1451 329 - the Student's factor (statistical small sample 9543 1451 330 theory by S.Gosset). 9543 1451 331 9543 1451 332 At very low energy where no experimental IR data or trends are 9543 1451 333 available, the variance is arbitrarily set to the weighted 9543 1451 334 average variance of the thermal data; Wisshak's point[9] at 9543 1451 335 14.75meV included. 9543 1451 336 9543 1451 337 Above 300 keV where, again, no experimental IR data or trends 9543 1451 338 are available, the variance of the polynomial fit is combined 9543 1451 339 with the half difference between our fit normalized at 20 MeV 9543 1451 340 to the IR to 242gAm value equal to 0.75 and another possible 9543 1451 341 fit based on a normalization value of 0.5. 9543 1451 342 9543 1451 343 Since the ENDF-6 rule do not allow pointwise variance data, 9543 1451 344 the resulting pointwise variances were averaged over 11 9543 1451 345 energy groups. The relative IR variances obtained [expressed 9543 1451 346 in percent] are the following: 9543 1451 347 9543 1451 348 Energy groups RelVar(IR to 242gAm) RelVar(IR to 242mAm) 9543 1451 349 [eV] [percent] [percent] 9543 1451 350 9543 1451 351 1.E-5 to 0.022 0.69 7.05 9543 1451 352 0.022 to 0.1 0.42 3.54 9543 1451 353 0.1 to 0.45 0.49 3.38 9543 1451 354 0.45 to 0.8 0.58 3.88 9543 1451 355 0.8 to 1.6 0.64 4.06 9543 1451 356 1.6 to 2.1 0.68 4.56 9543 1451 357 2.1 to 150. 0.71 4.08 9543 1451 358 150. to 4.E+4 0.54 3.15 9543 1451 359 4.E+4 to 3.E+5 0.51 2.75 9543 1451 360 3.E+5 to 1.E+6 1.75 8.47 9543 1451 361 1.E+6 to 2.E+7 11.36 38.77 9543 1451 362 9543 1451 363 9543 1451 364 *********************** R E F E E N C E S ********************** 9543 1451 365 9543 1451 366 1/ A.J. Koning, S. Hilaire and M.C. Duijvestijn, Talys-1.0, 9543 1451 367 Proceedings of the International Conference on Nuclear 9543 1451 368 Data for Science and Technology - ND-2007, 9543 1451 369 April 22-27, 2007, Nice, France 9543 1451 370 2/ G. Vladuca and A. Tudora, Ann. Nuc. Energy. 28, 689 (2001). 9543 1451 371 3/ J. Raynal, "Code ECIS95" CEA report N-2772, (1994). 9543 1451 372 4/ M-J. Lopez-Jimenez, B. Morillon and P. Romain "Triple humped 9543 1451 373 fission barrier model for a new 238U neutron cross-section 9543 1451 374 evaluation and first validation with TRIPOLI code", to be 9543 1451 375 published, ANE, (2004). 9543 1451 376 5/ A.J. Koning, M.C. Duijvestijn and M-J. Lopez-Jimenez, "Data 9543 1451 377 Evaluation up to 200 MeV for Fe, Pb and U", NRG Report, 9543 1451 378 20567/03.56876/P, (2003). 9543 1451 379 6/ O. Bouland and D.Bernard, JNST 19,1 pp 132-166 (2012) 9543 1451 380 7/ D. Bernard, O. Fabbris, "Post Irradiation Experiment 9543 1451 381 Analysis using the APOLLO2 deterministic tool. 9543 1451 382 Validation of JEFF-3.1.1 thermal and epithermal actinides 9543 1451 383 neutron induced cross sections through MELUSINE experiments", 9543 1451 384 Proc. Of Int. Conf. on reactor Physics PHYSOR 2012, Knoxville 9543 1451 385 USA (TN) 9543 1451 386 8/ R. Gardet, "Analysis of ICARE-R experiment", 2012, to be 9543 1451 387 published. 9543 1451 388 9/ K.Wisshak et al., Nucl. Sci. Eng., 81, 396 (1982) 9543 1451 389 9543 1451 390 9543 1451 391 ************************ C O N T E N T S *********************** 9543 1451 392 9543 1451 393 ***************** Program LINEAR (VERSION 2012-1) ***************9543 1451 394 For All Data Greater than 1.0000D-10 barns in Absolute Value 9543 1451 395 Data Linearized to Within an Accuracy of .010000000 per-cent 9543 1451 396 ***************** Program RECENT (VERSION 2012-2) ***************9543 1451 397 for All Data Greater than 1.0000E-10 barns in Absolute Value 9543 1451 398 Data Linearized Using Energy Dependent Uncertainty 9543 1451 399 Energy Accuracy 9543 1451 400 (eV) (per-cent) 9543 1451 401 ----------- ----------- 9543 1451 402 0.0 .010000000 9543 1451 403 1.00000000 .010000000 9543 1451 404 2.00000000 .100000000 9543 1451 405 200000000. .100000000 9543 1451 406 ***************** Program SIGMA1 (VERSION 2013-1) ***************9543 1451 407 Data Doppler Broadened to 293.600000 Kelvin 9543 1451 408 for All Data Greater than 1.0000D-10 barns in Absolute Value 9543 1451 409 Data Linearized Using Energy Dependent Uncertainty 9543 1451 410 Energy Accuracy 9543 1451 411 (eV) (per-cent) 9543 1451 412 ----------- ----------- 9543 1451 413 0.0 .010000000 9543 1451 414 1.00000000 .010000000 9543 1451 415 2.00000000 .100000000 9543 1451 416 200000000. .100000000 9543 1451 417 *************** PROGRAM ACTIVATE (VERSION 2012-1) ***************9543 1451 418 MF=10 Activation Cross Sections Defined by Combining MF=3 9543 1451 419 Cross Sections and MF=9 Multipliers. MF=9 Deleted. 9543 1451 420 ***************** Program FIXUP (Version 2012-1) ****************9543 1451 421 Corrected ZA/AWR in All Sections-----------------------------Yes 9543 1451 422 Corrected Thresholds-----------------------------------------No 9543 1451 423 Extended Cross Sections to 20 MeV----------------------------No 9543 1451 424 Allow Cross Section Deletion---------------------------------No 9543 1451 425 Allow Cross Section Reconstruction---------------------------Yes 9543 1451 426 Make All Cross Sections Non-Negative-------------------------Yes 9543 1451 427 Delete Energies Not in Ascending Order-----------------------No 9543 1451 428 Deleted Duplicate Points-------------------------------------No 9543 1451 429 Check for Ascending MAT/MF/MT Order--------------------------Yes 9543 1451 430 Check for Legal MF/MT Numbers--------------------------------Yes 9543 1451 431 Allow Creation of Missing Sections---------------------------No 9543 1451 432 Allow Insertion of Energy Points-----------------------------No 9543 1451 433 Uniform Energy Grid for ALL MT-------------------------------No 9543 1451 434 Delete Section if Cross Section =0 at All Energies-----------Yes 9543 1451 435 **************** Program DICTIN (VERSION 2012-1) ****************9543 1451 436 ***************** Program GROUPIE (VERSION 2012-1) **************9543 1451 437 Unshielded Group Averages Using 709 Groups 9543 1451 438 Weighting Spectrum: 1/E Spectrum 9543 1451 439 1 451 521 19543 1451 440 1 452 43 19543 1451 441 1 455 7 19543 1451 442 1 456 43 19543 1451 443 1 458 5 19543 1451 444 2 151 557 19543 1451 445 2 152 43 19543 1451 446 2 153 809 19543 1451 447 3 1 12550 19543 1451 448 3 2 2016 19543 1451 449 3 3 10887 19543 1451 450 3 4 149 19543 1451 451 3 5 148 19543 1451 452 3 16 44 19543 1451 453 3 17 24 19543 1451 454 3 18 5411 19543 1451 455 3 22 245 19543 1451 456 3 24 21 19543 1451 457 3 25 11 19543 1451 458 3 28 35 19543 1451 459 3 37 11 19543 1451 460 3 41 13 19543 1451 461 3 42 9 19543 1451 462 3 51 149 19543 1451 463 3 52 147 19543 1451 464 3 53 144 19543 1451 465 3 54 141 19543 1451 466 3 55 138 19543 1451 467 3 56 137 19543 1451 468 3 57 137 19543 1451 469 3 58 135 19543 1451 470 3 59 135 19543 1451 471 3 60 130 19543 1451 472 3 61 128 19543 1451 473 3 62 121 19543 1451 474 3 63 120 19543 1451 475 3 64 119 19543 1451 476 3 65 118 19543 1451 477 3 66 114 19543 1451 478 3 67 114 19543 1451 479 3 68 107 19543 1451 480 3 69 106 19543 1451 481 3 70 105 19543 1451 482 3 71 105 19543 1451 483 3 72 104 19543 1451 484 3 73 103 19543 1451 485 3 74 98 19543 1451 486 3 75 94 19543 1451 487 3 76 92 19543 1451 488 3 77 84 19543 1451 489 3 78 83 19543 1451 490 3 79 73 19543 1451 491 3 80 67 19543 1451 492 3 81 63 19543 1451 493 3 82 62 19543 1451 494 3 83 61 19543 1451 495 3 84 60 19543 1451 496 3 85 58 19543 1451 497 3 86 57 19543 1451 498 3 87 56 19543 1451 499 3 88 55 19543 1451 500 3 89 54 19543 1451 501 3 90 54 19543 1451 502 3 91 83 19543 1451 503 3 102 5505 19543 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1.040968+0 1.088401+0 1.147599+0 1.238489+0 1.432359+0 1.663983+09543 2153 1850 1.823656+0 1.859944+0 1.735537+0 5.528829-1 5.893417-1 6.067260-19543 2153 1851 6.323223-1 6.730943-1 7.442998-1 8.086018-1 8.621582-1 9.058165-19543 2153 1852 9.538426-1 1.003948+0 1.045904+0 1.089152+0 1.144553+0 1.255619+09543 2153 1853 1.409537+0 1.565131+0 1.735961+0 1.837995+0 1.899320+0 0.702822579543 2153 1854 7.263944-1 0.74339207 0.76341854 0.79225813 0.84758486 0.891958339543 2153 1855 0.92655095 9.525835-1 0.98174433 1.00945705 1.02658335 1.047641059543 2153 1856 1.07080405 1.11021402 1.16925017 1.21752432 1.24464992 1.262417089543 2153 1857 1.24303625 1.500000+4 4.956250-3 1.664063-3 8.881250-3 1.704219-29543 2153 1858 4.814688-2 8.451563-2 1.359438-1 1.160219-1 9.097188-2 8.310625-29543 2153 1859 9.295938-2 7.547031-2 6.840938-2 6.934375-2 6.722031-2 2.402656-29543 2153 1860 7.592188-3 2.271875-3 1.515625-4 1.304688-3 7.863422-1 8.078343-19543 2153 1861 8.192403-1 8.367631-1 8.602658-1 8.889450-1 9.216257-1 9.537157-19543 2153 1862 9.792416-1 1.001479+0 1.025795+0 1.052375+0 1.079280+0 1.111229+09543 2153 1863 1.162478+0 1.231511+0 1.296646+0 1.354486+0 1.386559+0 1.446056+09543 2153 1864 8.416117-1 8.607554-1 8.676094-1 8.820469-1 8.983911-1 9.181206-19543 2153 1865 9.402960-1 9.635996-1 9.823855-1 9.996896-1 1.017171+0 1.038345+09543 2153 1866 1.058749+0 1.083332+0 1.125475+0 1.180722+0 1.234062+0 1.277791+09543 2153 1867 1.319741+0 1.354027+0 5.653393-1 5.715168-1 6.214314-1 6.494208-19543 2153 1868 7.043040-1 7.761316-1 8.491794-1 9.096031-1 9.735517-1 1.014955+09543 2153 1869 1.066217+0 1.105914+0 1.162083+0 1.232612+0 1.295139+0 1.422360+09543 2153 1870 1.524548+0 1.549184+0 1.672846+0 1.635495+0 5.573957-1 5.887467-19543 2153 1871 6.189021-1 6.492130-1 7.023528-1 7.680700-1 8.442758-1 9.127989-19543 2153 1872 9.661799-1 1.008857+0 1.061489+0 1.110508+0 1.164326+0 1.226737+09543 2153 1873 1.315840+0 1.441961+0 1.556012+0 1.672791+0 1.663235+0 1.828244+09543 2153 1874 0.71072954 0.72491846 0.75605142 0.77593276 0.81687294 0.865700979543 2153 1875 0.91705654 0.95648827 0.98804226 1.00848197 1.03563709 1.054433819543 2153 1876 1.07840928 1.10490335 1.12864925 1.16795233 1.19555997 1.218253399543 2153 1877 1.20078938 1.23984422 1.700000+4 7.625000-4 4.500000-4 5.100000-39543 2153 1878 1.966875-2 3.252813-2 8.739844-2 8.899688-2 9.465625-2 7.759063-29543 2153 1879 8.029688-2 7.855156-2 7.966250-2 8.191875-2 7.757344-2 1.036172-19543 2153 1880 5.089531-2 1.864375-2 1.182813-2 4.423438-3 5.437500-3 7.773918-19543 2153 1881 7.895201-1 8.058021-1 8.327908-1 8.588555-1 8.893811-1 9.178174-19543 2153 1882 9.410663-1 9.608905-1 9.782816-1 9.963144-1 1.015530+0 1.037640+09543 2153 1883 1.063015+0 1.100618+0 1.151681+0 1.195369+0 1.232694+0 1.272247+09543 2153 1884 1.332789+0 8.273453-1 8.418818-1 8.548916-1 8.757129-1 8.944492-19543 2153 1885 9.170949-1 9.375206-1 9.532267-1 9.680222-1 9.815609-1 9.959847-19543 2153 1886 1.010423+0 1.028247+0 1.047062+0 1.076481+0 1.119060+0 1.154821+09543 2153 1887 1.185175+0 1.222407+0 1.274340+0 5.930843-1 5.421117-1 5.911640-19543 2153 1888 6.522194-1 7.010607-1 7.701846-1 8.387583-1 8.895928-1 9.213836-19543 2153 1889 9.588129-1 9.912090-1 1.040158+0 1.085154+0 1.130020+0 1.209764+09543 2153 1890 1.264657+0 1.352920+0 1.513045+0 1.548273+0 1.663979+0 5.624512-19543 2153 1891 5.645158-1 5.947664-1 6.482262-1 7.058476-1 7.702272-1 8.330743-19543 2153 1892 8.887782-1 9.302791-1 9.642130-1 9.977688-1 1.037475+0 1.077989+09543 2153 1893 1.131613+0 1.204367+0 1.292078+0 1.369792+0 1.436581+0 1.486186+09543 2153 1894 1.583641+0 0.73083234 0.70980122 0.73731203 0.77929343 0.820839219543 2153 1895 0.86603451 9.088259-1 0.94460462 0.96643506 0.98460027 1.000242199543 2153 1896 1.02209512 1.04015709 1.06424612 1.09515882 1.11748799 1.143286989543 2153 1897 1.17684757 1.17716003 1.19933702 1.750000+4 3.017188-3 1.914063-39543 2153 1898 1.667031-2 1.915156-2 5.992813-2 7.838750-2 7.238750-2 7.779688-29543 2153 1899 6.830000-2 7.531719-2 9.030781-2 7.211563-2 8.587969-2 1.049672-19543 2153 1900 1.054188-1 3.871875-2 1.730313-2 9.267188-3 1.603125-3 1.548438-39543 2153 1901 7.953019-1 8.155924-1 8.357328-1 8.561915-1 8.801691-1 9.061180-19543 2153 1902 9.267675-1 9.442409-1 9.603720-1 9.760744-1 9.942960-1 1.013367+09543 2153 1903 1.033967+0 1.063590+0 1.110151+0 1.165077+0 1.209684+0 1.261353+09543 2153 1904 1.309975+0 1.361443+0 8.488675-1 8.627902-1 8.767104-1 8.916984-19543 2153 1905 9.091874-1 9.281717-1 9.430773-1 9.558400-1 9.681184-1 9.799230-19543 2153 1906 9.938498-1 1.008138+0 1.024854+0 1.049549+0 1.085701+0 1.131208+09543 2153 1907 1.168410+0 1.208082+0 1.244961+0 1.290386+0 5.832770-1 6.214204-19543 2153 1908 6.714976-1 7.180603-1 7.586351-1 8.062228-1 8.570281-1 9.073299-19543 2153 1909 9.347373-1 9.698696-1 9.995065-1 1.028424+0 1.070331+0 1.106683+09543 2153 1910 1.217939+0 1.302509+0 1.368115+0 1.508051+0 1.470410+0 1.668180+09543 2153 1911 5.636983-1 6.115612-1 6.585691-1 7.026555-1 7.547373-1 8.108342-19543 2153 1912 8.562771-1 8.940396-1 9.268499-1 9.593829-1 9.962053-1 1.036011+09543 2153 1913 1.073369+0 1.124369+0 1.215804+0 1.311498+0 1.388165+0 1.491477+09543 2153 1914 1.591619+0 1.668531+0 0.71338717 0.75211089 7.909096-1 0.824034449543 2153 1915 0.85833117 0.89391482 9.240999-1 0.94945008 0.96662155 0.984892939543 2153 1916 1.00253536 1.02095466 1.03755791 1.05405548 1.09551360 1.124228099543 2153 1917 1.14445170 1.18485307 1.19782131 1.22548260 2.000000+4 3.625000-39543 2153 1918 4.140625-4 8.500000-4 4.820313-3 2.019375-2 7.541719-2 7.696875-29543 2153 1919 8.441875-2 1.182469-1 8.670625-2 7.817969-2 8.227188-2 9.252031-29543 2153 1920 8.978906-2 1.103953-1 5.513594-2 1.209531-2 5.221875-3 1.445313-39543 2153 1921 1.284375-3 8.112938-1 8.285661-1 8.308311-1 8.378142-1 8.563945-19543 2153 1922 8.869782-1 9.135135-1 9.341110-1 9.566196-1 9.775708-1 9.947752-19543 2153 1923 1.011573+0 1.031423+0 1.056371+0 1.095529+0 1.154193+0 1.213542+09543 2153 1924 1.260522+0 1.306121+0 1.351998+0 8.552448-1 8.709254-1 8.697827-19543 2153 1925 8.776810-1 8.916198-1 9.138037-1 9.335695-1 9.478352-1 9.644410-19543 2153 1926 9.808692-1 9.945581-1 1.007694+0 1.023260+0 1.043992+0 1.075451+09543 2153 1927 1.123470+0 1.172182+0 1.209726+0 1.243296+0 1.289557+0 5.842527-19543 2153 1928 6.597040-1 6.989364-1 7.030622-1 6.905077-1 7.644161-1 8.273713-19543 2153 1929 8.828745-1 9.234208-1 9.676785-1 9.965604-1 1.043620+0 1.062264+09543 2153 1930 1.106728+0 1.182095+0 1.266501+0 1.386871+0 1.545947+0 1.571218+09543 2153 1931 1.442945+0 6.137567-1 6.378990-1 6.553671-1 6.582296-1 6.979814-19543 2153 1932 7.663179-1 8.232748-1 8.723158-1 9.214231-1 9.627036-1 9.957480-19543 2153 1933 1.028941+0 1.068180+0 1.112082+0 1.185863+0 1.292540+0 1.399662+09543 2153 1934 1.488697+0 1.588821+0 1.633951+0 0.74972827 0.77485954 7.986863-19543 2153 1935 0.79572978 0.81341449 8.635839-1 0.90207545 0.93597828 0.963605279543 2153 1936 0.98574937 1.00113105 1.01989045 1.03455484 1.05177834 1.081798249543 2153 1937 1.11561083 1.15136633 1.18951288 1.21387818 1.18199311 2.250000+49543 2153 1938 3.635938-3 1.915625-3 6.607813-3 1.361875-2 3.087188-2 6.143750-29543 2153 1939 9.923750-2 1.099656-1 8.641719-2 7.160781-2 5.648438-2 6.902344-29543 2153 1940 8.486094-2 9.047500-2 1.066625-1 6.151250-2 2.485000-2 8.406250-39543 2153 1941 2.168750-3 1.024063-2 8.195438-1 8.379469-1 8.487906-1 8.634051-19543 2153 1942 8.806393-1 9.020539-1 9.258531-1 9.492387-1 9.684486-1 9.834638-19543 2153 1943 9.953727-1 1.007598+0 1.023719+0 1.045080+0 1.076928+0 1.119276+09543 2153 1944 1.158346+0 1.187727+0 1.203368+0 1.246921+0 8.558294-1 8.713494-19543 2153 1945 8.800000-1 8.928048-1 9.080433-1 9.239423-1 9.422292-1 9.589509-19543 2153 1946 9.736716-1 9.853689-1 9.952464-1 1.004788+0 1.017930+0 1.035709+09543 2153 1947 1.061023+0 1.096106+0 1.127481+0 1.150715+0 1.166335+0 1.202584+09543 2153 1948 6.457920-1 6.743199-1 6.916020-1 7.286591-1 7.618140-1 8.086775-19543 2153 1949 8.546298-1 9.098400-1 9.560812-1 9.784033-1 1.000890+0 1.026430+09543 2153 1950 1.045513+0 1.093221+0 1.141314+0 1.201551+0 1.271705+0 1.308604+09543 2153 1951 1.401183+0 1.446956+0 6.512732-1 6.830653-1 7.041042-1 7.270273-19543 2153 1952 7.534787-1 8.004797-1 8.498664-1 9.041582-1 9.441563-1 9.746045-19543 2153 1953 9.959274-1 1.020594+0 1.050598+0 1.088520+0 1.150752+0 1.226891+09543 2153 1954 1.301682+0 1.359691+0 1.374985+0 1.452605+0 0.79344445 0.813216339543 2153 1955 0.82677109 0.84243416 0.85742829 0.88914343 0.91892006 0.953654399543 2153 1956 0.97725981 0.99172711 1.00150423 1.01399589 1.02530793 1.042413139543 2153 1957 1.06687340 1.09182905 1.11880367 1.13658746 1.14672351 1.164063089543 2153 1958 2.750000+4 3.687500-4 1.125000-4 2.875469-2 2.982969-2 4.531250-29543 2153 1959 7.331406-2 8.202813-2 7.520469-2 9.150469-2 7.795156-2 7.450625-29543 2153 1960 7.746719-2 9.082188-2 8.674531-2 8.585000-2 5.248906-2 2.332813-29543 2153 1961 3.359375-3 5.296875-4 5.218750-4 8.014866-1 8.126066-1 8.659768-19543 2153 1962 8.943138-1 9.104806-1 9.276086-1 9.449083-1 9.599255-1 9.744383-19543 2153 1963 9.888755-1 1.002071+0 1.015905+0 1.032803+0 1.053609+0 1.081612+09543 2153 1964 1.119450+0 1.166777+0 1.221270+0 1.253042+0 1.274486+0 8.360338-19543 2153 1965 8.439336-1 8.909589-1 9.141866-1 9.281437-1 9.417495-1 9.546808-19543 2153 1966 9.674796-1 9.787553-1 9.908964-1 1.001260+0 1.012364+0 1.026116+09543 2153 1967 1.043531+0 1.067320+0 1.097183+0 1.136329+0 1.183562+0 1.213952+09543 2153 1968 1.241613+0 5.061641-1 5.729431-1 7.380223-1 7.922364-1 8.397661-19543 2153 1969 8.693676-1 9.006346-1 9.282995-1 9.594975-1 9.845179-1 1.005899+09543 2153 1970 1.032218+0 1.057374+0 1.093256+0 1.147520+0 1.215194+0 1.310516+09543 2153 1971 1.400320+0 1.501807+0 1.392210+0 6.347426-1 6.612341-1 7.448789-19543 2153 1972 7.979853-1 8.247406-1 8.589730-1 8.975010-1 9.232633-1 9.534670-19543 2153 1973 9.790445-1 1.005999+0 1.033082+0 1.065280+0 1.102535+0 1.150938+09543 2153 1974 1.227493+0 1.314447+0 1.404142+0 1.442229+0 1.434143+0 0.760758259543 2153 1975 7.926002-1 0.85864963 0.89105999 0.90906525 0.92820711 0.950485839543 2153 1976 0.96283764 0.97968874 0.99113865 1.00389957 1.01673864 1.029947549543 2153 1977 1.04471090 1.06346521 1.09435289 1.12587773 1.14909608 1.160208679543 2153 1978 1.11883546 3.000000+4 1.751563-3 1.671875-4 2.982813-3 1.858750-29543 2153 1979 4.334688-2 8.782813-2 9.632813-2 7.354688-2 8.837344-2 9.335781-29543 2153 1980 8.542969-2 7.043438-2 8.627813-2 7.291094-2 8.557031-2 7.059375-29543 2153 1981 1.012344-2 5.279688-3 6.390625-4 6.470313-3 8.376254-1 8.470138-19543 2153 1982 8.551940-1 8.761299-1 8.993384-1 9.231796-1 9.452088-1 9.607308-19543 2153 1983 9.742217-1 9.886201-1 1.002893+0 1.016123+0 1.030810+0 1.048966+09543 2153 1984 1.072917+0 1.111356+0 1.152762+0 1.172983+0 1.183680+0 1.212116+09543 2153 1985 8.694994-1 8.790515-1 8.828030-1 8.993144-1 9.177563-1 9.371014-19543 2153 1986 9.553898-1 9.675975-1 9.784135-1 9.899885-1 1.002199+0 1.012771+09543 2153 1987 1.024936+0 1.039798+0 1.059430+0 1.092278+0 1.129363+0 1.144887+09543 2153 1988 1.155008+0 1.180515+0 6.548580-1 6.521114-1 7.588817-1 7.540561-19543 2153 1989 8.132338-1 8.696425-1 8.948902-1 9.305440-1 9.493741-1 9.841961-19543 2153 1990 1.008948+0 1.032075+0 1.059199+0 1.086872+0 1.131442+0 1.198144+09543 2153 1991 1.281043+0 1.329949+0 1.414062+0 1.329032+0 6.796161-1 6.882604-19543 2153 1992 7.179449-1 7.611284-1 8.079131-1 8.540040-1 8.946897-1 9.266309-19543 2153 1993 9.534470-1 9.818162-1 1.006321+0 1.032758+0 1.059968+0 1.094503+09543 2153 1994 1.139888+0 1.206071+0 1.268796+0 1.312289+0 1.325411+0 1.369169+09543 2153 1995 0.80557434 0.80419716 0.84899754 0.86717884 8.995344-1 0.928429689543 2153 1996 0.94660759 9.653189-1 0.97785587 0.99359456 1.00393419 1.016234339543 2153 1997 1.02813224 1.04196490 1.06085055 1.08379594 1.10272893 1.121703769543 2153 1998 1.13448772 1.12300241 3.500000+4 4.265625-3 3.640625-4 1.391250-29543 2153 1999 3.147031-2 4.774531-2 7.028281-2 6.754375-2 7.405000-2 6.180938-29543 2153 2000 7.189063-2 9.389219-2 1.062531-1 9.366250-2 9.476719-2 7.670000-29543 2153 2001 4.276719-2 2.720625-2 1.247031-2 1.890625-3 7.056250-3 8.455816-19543 2153 2002 8.607703-1 8.777973-1 8.992107-1 9.168471-1 9.336042-1 9.482572-19543 2153 2003 9.607252-1 9.715805-1 9.817963-1 9.942901-1 1.009720+0 1.026521+09543 2153 2004 1.045833+0 1.070003+0 1.095097+0 1.120267+0 1.149221+0 1.171518+09543 2153 2005 1.208171+0 8.689687-1 8.843798-1 8.967105-1 9.153387-1 9.306078-19543 2153 2006 9.443530-1 9.570925-1 9.675478-1 9.764604-1 9.847838-1 9.954298-19543 2153 2007 1.007289+0 1.021489+0 1.038396+0 1.058557+0 1.079225+0 1.101823+09543 2153 2008 1.128024+0 1.148016+0 1.177663+0 7.377295-1 7.187639-1 7.736269-19543 2153 2009 8.227680-1 8.573058-1 8.801236-1 9.003543-1 9.168059-1 9.409985-19543 2153 2010 9.653620-1 9.821616-1 1.010584+0 1.041034+0 1.093353+0 1.148825+09543 2153 2011 1.180964+0 1.227828+0 1.259428+0 1.282885+0 1.418363+0 7.253387-19543 2153 2012 7.396009-1 7.806694-1 8.163001-1 8.460712-1 8.783633-1 9.028761-19543 2153 2013 9.257280-1 9.465432-1 9.664569-1 9.884758-1 1.022283+0 1.052447+09543 2153 2014 1.083983+0 1.128686+0 1.176622+0 1.214950+0 1.258123+0 1.292334+09543 2153 2015 1.364577+0 0.86068208 0.85457833 0.88782707 0.90921823 0.925204099543 2153 2016 0.94121352 0.95164096 0.96178184 0.97313119 0.98416451 9.929225-19543 2153 2017 1.01019149 1.02309265 1.03820484 1.05847764 1.07519250 1.086722709543 2153 2018 1.09495396 1.10153331 1.13805216 3.999999+4 4.390625-4 3.000000-49543 2153 2019 6.248438-3 1.293438-2 5.318750-2 7.826563-2 7.890000-2 8.938594-29543 2153 2020 7.230313-2 7.732969-2 8.650625-2 8.621406-2 5.647031-2 7.919219-29543 2153 2021 1.152219-1 3.875938-2 4.749219-2 1.925781-2 3.875000-4 1.204688-39543 2153 2022 8.419430-1 8.488529-1 8.695074-1 8.889283-1 9.108988-1 9.333867-19543 2153 2023 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