95-Am-243 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 95243.0000 240.973400 2 1 0 09549 1451 1 0.0 1.00000000 0 0 0 69549 1451 2 1.00000000 30000000.0 5 0 10 79549 1451 3 2100.00000 0.0 1 0 399 639549 1451 4 95-Am-243 LANL,ORNL EVAL-JAN06 P.G.Young, L.W.Weston, P.Talou 9549 1451 5 YO96 DIST-DEC06 9549 1451 6 ----ENDF/B-VII MATERIAL 9549 9549 1451 7 -----INCIDENT NEUTRON DATA 9549 1451 8 ------ENDF-6 FORMAT 9549 1451 9 9549 1451 10 ---------------------------------------------------------------- 9549 1451 11 9549 1451 12 ENDF/B-VII Evaluation, January 2006, P.G.Young, P.Talou (LANL) 9549 1451 13 9549 1451 14 ---------------------------------------------------------------- 9549 1451 15 9549 1451 16 ** Fission cross section 9549 1451 17 9549 1451 18 The fission cross section was re-analyzed in view of experimental9549 1451 19 data not available at the time of the ENDF/B-VI evaluation. In 9549 1451 20 particular, fission cross sections experimental data tend to 9549 1451 21 cluster in two distinct groups, in the 1-6 MeV range, separated 9549 1451 22 by about 20% from each other. The most recent experimental data 9549 1451 23 set is by Laptev [LA04], and those values lie in the higher- 9549 1451 24 energy group, about 20% higher than the ENDF/B-VI evaluation. 9549 1451 25 However, such higher values would be in disagreement with the 9549 1451 26 averaged cross sections obtained in the ZEBRA reactor spectrum 9549 1451 27 [SW77]. Because of an uncertainty in the normalization used near 9549 1451 28 the 1-MeV region, we decided to keep the ENDF/B-VI evaluated 9549 1451 29 values unchanged, in agreement with the ZEBRA data. More 9549 1451 30 explanations can be found in Ref. [TA06]. 9549 1451 31 9549 1451 32 ** Am-243 (n,2n) Am-242g,m cross sections 9549 1451 33 9549 1451 34 A new section in MF10, MT16 has been added to distinguish between9549 1451 35 the Am-243 (n,2n) cross section feeding the ground-state in 9549 1451 36 Am-242 versus the one feeding the long-lived metastable state 9549 1451 37 in Am-242. The calculations are in very good agreement with data 9549 1451 38 by Gancarz [GA83] for the (n,2n) cross section to the ground- 9549 1451 39 state of Am-242. 9549 1451 40 9549 1451 41 [GA83] M.MacInnes, private communication (2005), based on exp. 9549 1451 42 by Gancarz in 1983. 9549 1451 43 9549 1451 44 [LA04] A.B.Laptev et al., Nucl. Phys. A734, E45 (2004). 9549 1451 45 9549 1451 46 [SW77] D.W.Sweet, report AEEW-R-1090 (1977). 9549 1451 47 9549 1451 48 [TA06] P.Talou, T.Kawano, P.G.Young, R.E.MacFarlane, and M.B. 9549 1451 49 Chadwick, Los Alamos report LA-UR-06-0318, submitted to Nuclear 9549 1451 50 Science and Engineering for publication. 9549 1451 51 9549 1451 52 **************************************************************** 9549 1451 53 9549 1451 54 ENDF/B-VII CONVERTED FROM ENDF/B-VI BY NNDC OCT 2004 9549 1451 55 9549 1451 56 **************************************************************** 9549 1451 57 9549 1451 58 ENDF/B-VI MOD 2 Evaluation, September 1996, P.G. Young (LANL) 9549 1451 59 9549 1451 60 SUMMARY 9549 1451 61 The cross section data file for neutron reactions with 243Am 9549 1451 62 has been reevaluated over the incident neutron energy range from 9549 1451 63 0.042 to 30 MeV. Details of the analysis are given in the 9549 1451 64 sections that follow. Some general features of the work are: 9549 1451 65 9549 1451 66 1. The ENDF/B-VI, Release 1, n + 243Am resonance parameters were 9549 1451 67 adopted at neutron energies below 42 keV, suitably joined with 9549 1451 68 the results of the present analysis at 42 keV. Additionally, 9549 1451 69 the evaluation by Howerton in ENDF/B-VI.1 was used for MT=3,18 9549 1451 70 gamma-ray production data, and the radioactivity decay data in 9549 1451 71 file 8 and 9 was taken over from ENDF/B-VI.1. 9549 1451 72 9549 1451 73 2. A coupled-channel optical model potential was developed from 9549 1451 74 analyses of nearby actinides that is consistent with 9549 1451 75 measurements of the n + 241Am neutron total cross section. After9549 1451 76 an isospin correction, this potential was used in the n + 243Am 9549 1451 77 analysis to calculate the neutron total cross section, elastic 9549 1451 78 and inelastic scattering cross sections and angular 9549 1451 79 distributions, and reaction cross sections and transmission 9549 1451 80 coefficients for a theoretical analysis of the reaction 9549 1451 81 channels. The direct cross sections from the coupled-channel 9549 1451 82 analysis were combined with compound nucleus calculations at 9549 1451 83 lower energies and with preequilibrium theory calculations at 9549 1451 84 higher energies. Angular distributions for the first 13 excited 9549 1451 85 states of 243Am were obtained from the direct, compound-nucleus, 9549 1451 86 and preequilibrium calculations. Energy-angle correlated 9549 1451 87 distributions are provided for all continuum neutrons. 9549 1451 88 9549 1451 89 3. The evaluated fission cross section were obtained by making 9549 1451 90 minor adjustments to the theoretical cross sections as needed to 9549 1451 91 match the available experimental data. 9549 1451 92 9549 1451 93 4. Values of prompt nubar were obtained from calculations by 9549 1451 94 Madland [Ma94] using Madland-Nix theory. The fission neutron 9549 1451 95 spectra were taken from the n + 241Am ENDF/B-VI.3 evaluation, 9549 1451 96 which was also based on Madland-Nix theory. The latter will be 9549 1451 97 replaced in the future with Madland-Nix calculations 9549 1451 98 specifically for n + 243Am. 9549 1451 99 9549 1451 100 THEORETICAL ANALYSIS 9549 1451 101 The primary goal of the theoretical analysis was to provide 9549 1451 102 a consistent set of data for all reactions over the energy range 9549 1451 103 40 keV to 30 MeV. In the case of n + 243Am, there are reasonable9549 1451 104 experimental data available only for the fission (En < 10 MeV and9549 1451 105 14 MeV) and radiative capture (En < 300 keV) cross sections. 9549 1451 106 Therefore, the function of the theoretical analysis was to 9549 1451 107 provide the total, elastic, inelastic, (n,2n), (n,3n) and (n,4n) 9549 1451 108 cross sections, together with a smooth representation of the 9549 1451 109 (n,f) and (n,g) cross sections, and the angular and energy 9549 1451 110 distributions of secondary neutrons. To accomplish this, 9549 1451 111 parameters obtained in the theoretical analysis of n + 241Am 9549 1451 112 reactions, performed earlier for the ENDF/B-VI.3 241Am 9549 1451 113 evaluation, were utilized for 243Am, adjusting the relevant 9549 1451 114 parameters to match the fission and (n,g) cross sections. 9549 1451 115 Additionally, a theoretical analysis [Ma94] was performed to 9549 1451 116 obtain the average neutron multiplicity from fission using the 9549 1451 117 Madland-Nix formalism. A similar analysis of the energy spectra 9549 1451 118 of fission neutrons as a function of incident energy will be 9549 1451 119 performed by D. Madland in the future. 9549 1451 120 Coupled-channel deformed optical model calculations were 9549 1451 121 performed with the ECIS code [Ra70] over the incident neutron 9549 1451 122 energy range from 0.001 to 30 MeV. Hauser-Feshbach reaction 9549 1451 123 theory calculations were carried out with the LANL version of 9549 1451 124 the COMNUC code [Du70] at lower energies and the GNASH 9549 1451 125 statistical/preequilibrium code [Yo92] at higher energies to 9549 1451 126 obtain all partial reaction cross section data. Both reaction 9549 1451 127 theory codes used neutron transmission coefficients from the 9549 1451 128 optical model analysis. 9549 1451 129 9549 1451 130 A. Optical Model 9549 1451 131 The optical model potential was obtained by considering 9549 1451 132 several coupled-channel parameterizations developed from 9549 1451 133 n+235,238U and 239Pu experimental data [Ma78],[Yo88],[Yo92a]. 9549 1451 134 Parameters were adjusted until a reasonable fit to experimental 9549 1451 135 data for the neutron total cross section of 241Am was obtained. 9549 1451 136 The calculations for 243Am included the lowest five members of 9549 1451 137 the 5/2- ground state rotational band, that is, the 7/2-, 9/2-, 9549 1451 138 11/2- and 13/2- excited states at Ex = 42, 96, 163 and 241 keV 9549 1451 139 were coupled with the 5/2- ground state. 9549 1451 140 9549 1451 141 B. Reaction Theory Calculations 9549 1451 142 The Hauser-Feshbach statistical calculations were performed 9549 1451 143 with the COMNUC [Du70] and GNASH [Yo92b] codes. Both codes 9549 1451 144 include a double-humped fission barrier model, using uncoupled 9549 1451 145 oscillators for the barrier representation in GNASH and coupled 9549 1451 146 or uncoupled oscillators in COMNUC, as described by Arthur 9549 1451 147 [Ar82]. The COMNUC calculations include the possibility of 9549 1451 148 width-fluctuation corrections and corrections for class II 9549 1451 149 fluctuations [Ly74], which are needed at lower energies, whereas 9549 1451 150 GNASH provides the preequilibrium corrections that are required 9549 1451 151 at higher energies. Accordingly, a combination of GNASH and 9549 1451 152 COMNUC were used in the calculations below about 2 MeV, and the 9549 1451 153 GNASH code alone was employed at higher energies using two 9549 1451 154 uncoupled oscillators in the fission calculations. 9549 1451 155 Each compound nucleus formed in the calculations is 9549 1451 156 permitted to decay through the fission channel, by neutron 9549 1451 157 emission, and by gamma-ray emission. Neutron transmission 9549 1451 158 coefficients for the Hauser-Feshbach calculations are obtained 9549 1451 159 from the coupled-channel optical model. Gamma ray transmission 9549 1451 160 coefficients are obtained from gamma-ray strength functions 9549 1451 161 calculated with the generalized Lorentzian model of Kopecky and 9549 1451 162 Uhl [Ko90]. Transmission coefficients for fission are 9549 1451 163 calculated from the fission model summarized here and detailed 9549 1451 164 in [Yo92b]. 9549 1451 165 Gilbert and Cameron [Gi70] phenomenological level density 9549 1451 166 functions were used to represent continuum levels at ground- 9549 1451 167 state deformations, appropriately matched to available 9549 1451 168 experimental structure data at lower excitation energies. 9549 1451 169 Multiplicative factors were applied to the level density 9549 1451 170 functions to account for enhancements in the fission transition 9549 1451 171 state densities at the fission barriers due to increased 9549 1451 172 asymmetry conditions, and the continuum level densities were 9549 1451 173 matched to the discrete fission transition states at each 9549 1451 174 barrier. The discrete fission transition state spectra were 9549 1451 175 calculated from bandhead information taken from calculations and 9549 1451 176 compilations by Britt [Br82] and by Nagel [Na91]. 9549 1451 177 9549 1451 178 DESCRIPTION OF EVALUATED DATA BASE 9549 1451 179 A. Total Cross Section 9549 1451 180 The evaluated total cross section below 42 keV is obtained 9549 1451 181 from the earlier resonance parameter evaluation in ENDF/B-VI.1, 9549 1451 182 suitably matched to the results of the current analysis at 30 9549 1451 183 keV. From 42 keV to 30 MeV, the coupled-channel deformed 9549 1451 184 optical model calculations described above were utilized. 9549 1451 185 9549 1451 186 B. Elastic Cross Section 9549 1451 187 The elastic cross section at all energies is obtained from 9549 1451 188 the difference of the total and nonelastic cross sections. 9549 1451 189 Below 42 keV it comes from the ENDF/B-VI.1 resonance parameters 9549 1451 190 and at higher energies it is mainly determined by the coupled- 9549 1451 191 channel optical model calculations. Angular distributions for 9549 1451 192 elastic neutrons were obtained at all energies from the coupled- 9549 1451 193 channel calculations and are given as Legendre expansions. 9549 1451 194 9549 1451 195 C. Fission Cross Section 9549 1451 196 Below an incident neutron energy of about 650 keV, the 9549 1451 197 fission cross section was taken from the previous ENDF/B-VI.1 9549 1451 198 evaluation, because they agree well with experimental data. At 9549 1451 199 higher energies the fission cross section was obtained by 9549 1451 200 adjusting the results of the theoretical analysis to optimize 9549 1451 201 agreement with experimental data. At all energies the 9549 1451 202 adjustment required was less than about 3 percent. Above 5 MeV, 9549 1451 203 the theoretical values were used directly. Neutrons from 9549 1451 204 fission are assumed to isotropic in the laboratory system. 9549 1451 205 9549 1451 206 D. Radiative Capture Cross Section 9549 1451 207 The radiative capture cross section is calculated using the 9549 1451 208 generalized Lorentzian model of [Ko90]. The normalization of the 9549 1451 209 strength function was set by requiring the calculated (n,g) 9549 1451 210 cross section be consistent with measured values for 243Am. 9549 1451 211 9549 1451 212 E. Inelastic Neutron Cross Sections 9549 1451 213 Discrete (n,n') cross sections are included for the lowest 9549 1451 214 13 excited states of 243Am. The first, fourth, seventh, and 9549 1451 215 ninth excited states are members of the K = 5/2 ground-state 9549 1451 216 rotational band and include coupled-channel as well as compound 9549 1451 217 nucleus contributions. The remaining discrete-state cross 9549 1451 218 sections through the 13th excited state are combinations of 9549 1451 219 compound nucleus and preequilibrium contributions and were 9549 1451 220 calculated with the GNASH code. Angular distributions for all 9549 1451 221 the discrete inelastic neutrons are appropriate combinations of 9549 1451 222 the compound nucleus, direct reaction, and preequilibrium 9549 1451 223 contributions and are represented by Legendre expansions. 9549 1451 224 The inelastic data corresponding to excitation energies in 9549 1451 225 243Am above 0.383 MeV are given as energy-angle correlated 9549 1451 226 continuous spectra and were calculated with the GNASH code. The 9549 1451 227 results are given in File 6 of the ENDF/B-formatted evaluation 9549 1451 228 (ENDF-6 format) and utilize systematics by Kalbach [Ka88] for 9549 1451 229 angular distribution information, parameterized in terms of 9549 1451 230 preequilibrium ratios calculated in GNASH. 9549 1451 231 9549 1451 232 F. Cross Sections for 243Am(n,xn) Reactions 9549 1451 233 The 243Am(n,2n), (n,3n), and (n,4n) cross sections result 9549 1451 234 entirely from the theoretical analysis and GNASH calculations. 9549 1451 235 Energy-angle correlated distributions are given for all the 9549 1451 236 243Am(n,xn) reactions, making use of Kalbach's systematics [Ka88]9549 1451 237 and the ENDF-6 File 6 representation. 9549 1451 238 9549 1451 239 G. Nubar 9549 1451 240 The evaluation of delayed nubar was carried over directly 9549 1451 241 from the ENDF/B-VI.1 evaluation of 243Am. The prompt nubar 9549 1451 242 evaluation was obtained from calculations [Ma94] using Madland- 9549 1451 243 Nix theory. 9549 1451 244 9549 1451 245 H. Fission Neutron Spectra 9549 1451 246 The fission neutron spectra for n + 241Am in the ENDF/B-VI.3 9549 1451 247 evaluation, which were determined from Madland-Nix calculations 9549 1451 248 [Ma94], are adopted here for 243Am. It is planned to repeat 9549 1451 249 these calculations in the future specifically for n + 243Am. 9549 1451 250 9549 1451 251 I. Gamma-Ray Production 9549 1451 252 Gamma-ray production data from Howerton used in ENDF/B.VI.0 9549 1451 253 was utilized for MT=3. Isotropy in the center-of-mass system 9549 1451 254 is assumed for all angular distributions. Gamma-rays from 9549 1451 255 radiative capture (MT=102) are given conventionally in files 9549 1451 256 MF=12,14,15. Semi-direct capture is included with the compound- 9549 1451 257 nucleus contributions in both the gamma-ray production cross 9549 1451 258 sections and in the gamma-ray emission spectra, which leads to 9549 1451 259 an enhancement in the data for each at incident neutron and 9549 1451 260 emission gamma-ray energies above about 10 MeV. 9549 1451 261 The gamma-ray production data from fission (MT=18) are taken 9549 1451 262 directly from the previous ENDF/B-VI.1 evaluation and are given 9549 1451 263 in files MF=12,14,15. See ENDF/B-VI MOD 1 below. 9549 1451 264 9549 1451 265 ---------------------------------------------------------------- 9549 1451 266 REFERENCES 9549 1451 267 9549 1451 268 [Ar82] E.D. Arthur, Fast Neutron Scattering on Actinide Nuclei, 9549 1451 269 Proc. of OECD/NEA Specialists' Meeting, Paris, 1981, report 9549 1451 270 NEANDC-158 "U" (1982) p. 145 9549 1451 271 [Ba74] B.B. Back, O. Hansen, H.C. Britt, and J.D. Garrett, 9549 1451 272 Phys.Rev.C 9, 1924 (1974) 9549 1451 273 [Br82] H.C. Britt, private communication, 1982 9549 1451 274 [Du70] C.L. Dunford, Atomics Int. report AI-AEC-12931 (1970) 9549 1451 275 [Gi65] A. Gilbert and A.G.W. Cameron, Can.J.Phys. 43, 1446 (1965)9549 1451 276 [Ka88] C. Kalbach, Phys.Rev.C 37, 2350 (1988); C. Kalbach and 9549 1451 277 F.M. Mann, Phys.Rev.C 23, 112 (1981) 9549 1451 278 [Ko90] J. Kopecky and M.Uhl, Phys.Rev. C 41, 1941 (1990) 9549 1451 279 [Ma93] D.G. Madland, Los Alamos National Lab., private 9549 1451 280 communication, Feb., 1994 9549 1451 281 [Ra70] J. Raynal, Computing as a Language of Physics, Proc. 9549 1451 282 Conf., 1970, report IAEA SMR-9/8 (IAEA, 1972) p.281 9549 1451 283 [Yo88] P.G. Young and E.D. Arthur, Nuclear Data for Science and 9549 1451 284 Technology, Int. Conf., Mito, Japan, May/June 1988, (Saikon 9549 1451 285 Publishing, 1988) p. 603 9549 1451 286 [Yo92a] P.G. Young and E.D. Arthur, Nuclear Data for Science and 9549 1451 287 Technology, Proc. Conf., May 1991, Juelich, Germany, 9549 1451 288 (Springer-Verlag, 1992) p. 894 [preprint LA-UR-91-1424] 9549 1451 289 [Yo92b] P.G. Young, E.D. Arthur, and M.B. Chadwick, 9549 1451 290 Los Alamos National Laboratory report LA-12343-MS (1992) 9549 1451 291 [Yo96] P.G. Young, Los Alamos National Lab., internal progress 9549 1451 292 report, Sept. 1996 9549 1451 293 9549 1451 294 **************************************************************** 9549 1451 295 9549 1451 296 ENDF/B-VI MOD 1 Evaluation, October 1988, L.W. Weston (ORNL) 9549 1451 297 9549 1451 298 MF=1 GENERAL INFORMATION 9549 1451 299 MT=455 Delayed neutron yields taken from Brady and England [1].9549 1451 300 MT=458 Energy from fission based on Sher [2]. 9549 1451 301 9549 1451 302 MF=2 RESONANCE PARAMETERS (0 to 42 keV) 9549 1451 303 MT=151 RESONANCE PARAMETERS 9549 1451 304 RESOLVED RESONANCE REGION (0 to 250 eV) 9549 1451 305 219 resolved resonances plus one bound level are included 9549 1451 306 based upon the total cross section measurements of Simpson 9549 1451 307 et al. [3]. Thermal capture based on Mughabghab evaluation9549 1451 308 [4]. Thermal fission based on Wagemans measurement [5]. 9549 1451 309 Thermal values are: 9549 1451 310 Total: 84 barns 9549 1451 311 Capture: 75 barns 9549 1451 312 Fission: 74 millibarns 9549 1451 313 Fission widths based on Knitter measurements [6]. 9549 1451 314 UNRESOLVED RESONANCE REGION (250 eV to 42 keV) 9549 1451 315 Parameters based on the evaluation of Froehner et al. [7] 9549 1451 316 and Weston and Todd [8]. 9549 1451 317 9549 1451 318 MF=8 RADIOACTIVE DECAY DATA 9549 1451 319 MT=102 Used decay data of ENDF/B-V, MAT=7544 and 7554. 9549 1451 320 MT=454 Used 241Am yield curve [9],[10]. 9549 1451 321 9549 1451 322 MF=9 MULTIPLICITIES FOR RADIOACTIVE NUCLIDE PRODUCTION 9549 1451 323 MT = 102 Based on statistical model calculations [11]. 9549 1451 324 9549 1451 325 MF=12,15 PHOTON PRODUCTION 9549 1451 326 MT=18 Photon production from fission 9549 1451 327 Files taken from the LLNL evaluations of R. Howerton [12]. 9549 1451 328 Files extended to the energy range 1.-5 eV to 20 MeV and 9549 1451 329 merged to this evaluation at BNL by R. Kinsey. 9549 1451 330 9549 1451 331 ---------------------------------------------------------------- 9549 1451 332 REFERENCES 9549 1451 333 1. F. Brady and T. England, Nucl.Sci.Eng. 103, 129 (1989) 9549 1451 334 2. R. Sher and C. Beck, report EPRI NP-1771 (1981) and Rev.1/83 9549 1451 335 and private communication to B. Magurno Feb. 1983. 9549 1451 336 3. O. Simpson, F. Simpson, J. Harvey, et al. Nucl.Sci.Eng. 55, 9549 1451 337 273 (1974) 9549 1451 338 4. S.F. Mughabghab, Neutron Cross Sections, Vol.1, Part B, 9549 1451 339 (Academic Press, 1984) 9549 1451 340 5. C. Wagemans, P. Schillebeeckx and J.P. Bocquet, Nucl.Sci.Eng.9549 1451 341 (to be published) 9549 1451 342 6. H.H. Knitter and C. Budtz-Jorgensen, Nucl.Sci.Eng. 99, 1 9549 1451 343 (1988) 9549 1451 344 7. F.H. Froehner et al., Nuclear Data for Science and 9549 1451 345 Technology, 1982, Antwerp (D.Reidel Publishing, 1983) p.211 9549 1451 346 8. L.W. Weston and J.H. Todd, Nucl.Sci.Eng. 91, 444 (1985) 9549 1451 347 9. J.G. Cuninghame, J.Inorg.Nucl.Chem. 4, 1 (1957) 9549 1451 348 10. R.R. Richard et. al., Trans.Am.Nucl.Soc. 6, 2 (1963) 9549 1451 349 *** bad reference 9549 1451 350 11. F.M. Mann and R.E. Schenter, Trans.Am.Nuc.Soc. 23, 546 (1976)9549 1451 351 and report HEDL TME-77-54 (1977) 9549 1451 352 12. R. Howerton, Lawrence Livermore National Laboratory report 9549 1451 353 UCRL 50400, Vol. 15, Part D (1978) 9549 1451 354 9549 1451 355 ************************ C O N T E N T S *********************** 9549 1451 356 ***************** Program LINEAR (VERSION 2007-1) ***************9549 1451 357 For All Data Greater than 1.0000E-10 barns in Absolute Value 9549 1451 358 Data Linearized Using Energy Dependent Uncertainty 9549 1451 359 Energy Accuracy 9549 1451 360 (eV) (per-cent) 9549 1451 361 ----------- ----------- 9549 1451 362 0.0 .010000000 9549 1451 363 1.00000000 .010000000 9549 1451 364 10.0000000 .100000000 9549 1451 365 2.00000E+9 .100000000 9549 1451 366 ***************** Program RECENT (VERSION 2007-1) ***************9549 1451 367 for All Data Greater than 1.0000E-10 barns in Absolute Value 9549 1451 368 Data Linearized Using Energy Dependent Uncertainty 9549 1451 369 Energy Accuracy 9549 1451 370 (eV) (per-cent) 9549 1451 371 ----------- ----------- 9549 1451 372 0.0 .010000000 9549 1451 373 1.00000000 .010000000 9549 1451 374 10.0000000 .100000000 9549 1451 375 2.00000E+9 .100000000 9549 1451 376 ***************** Program SIGMA1 (VERSION 2007-1) ***************9549 1451 377 Data Doppler Broadened to 2100.00000 Kelvin 9549 1451 378 for All Data Greater than 1.0000E-10 barns in Absolute Value 9549 1451 379 Data Linearized Using Energy Dependent Uncertainty 9549 1451 380 Energy Accuracy 9549 1451 381 (eV) (per-cent) 9549 1451 382 ----------- ----------- 9549 1451 383 0.0 .010000000 9549 1451 384 1.00000000 .010000000 9549 1451 385 10.0000000 .100000000 9549 1451 386 2.00000E+9 .100000000 9549 1451 387 ***************** Program FIXUP (Version 2007-1) ****************9549 1451 388 Corrected ZA/AWR in All Sections-----------------------------Yes 9549 1451 389 Corrected Thresholds-----------------------------------------No 9549 1451 390 Extended Cross Sections to 20 MeV----------------------------No 9549 1451 391 Allow Cross Section Deletion---------------------------------Yes 9549 1451 392 Allow Cross Section Reconstruction---------------------------Yes 9549 1451 393 Make All Cross Sections Non-Negative-------------------------Yes 9549 1451 394 Delete Energies Not in Ascending Order-----------------------Yes 9549 1451 395 Deleted Duplicate Points-------------------------------------Yes 9549 1451 396 Check for Ascending MAT/MF/MT Order--------------------------Yes 9549 1451 397 Check for Legal MF/MT Numbers--------------------------------Yes 9549 1451 398 Allow Creation of Missing Sections---------------------------No 9549 1451 399 Allow Insertion of Energy Points-----------------------------No 9549 1451 400 Create Uniform Energy Grid-----------------------------------No 9549 1451 401 Delete Section if Cross Section =0 at All Energies-----------Yes 9549 1451 402 **************** Program DICTIN (VERSION 2007-1) ****************9549 1451 403 1 451 466 09549 1451 404 1 452 5 09549 1451 405 1 455 7 09549 1451 406 1 456 5 09549 1451 407 1 458 5 09549 1451 408 2 151 343 09549 1451 409 3 1 4406 09549 1451 410 3 2 891 09549 1451 411 3 4 31 09549 1451 412 3 16 15 09549 1451 413 3 17 12 09549 1451 414 3 18 2455 09549 1451 415 3 19 2455 19549 1451 416 3 19 2455 19549 1451 417 3 51 17 09549 1451 418 3 52 24 09549 1451 419 3 53 19 09549 1451 420 3 54 23 09549 1451 421 3 55 22 09549 1451 422 3 56 20 09549 1451 423 3 57 23 09549 1451 424 3 58 20 09549 1451 425 3 59 22 09549 1451 426 3 60 23 09549 1451 427 3 61 22 09549 1451 428 3 62 21 09549 1451 429 3 63 20 09549 1451 430 3 91 19 09549 1451 431 3 102 2387 09549 1451 432 4 2 133 09549 1451 433 4 18 2 09549 1451 434 5 18 25 09549 1451 435 5 455 579 09549 1451 436 6 16 978 09549 1451 437 6 17 558 09549 1451 438 6 37 207 09549 1451 439 6 51 132 09549 1451 440 6 52 83 09549 1451 441 6 53 130 09549 1451 442 6 54 81 09549 1451 443 6 55 81 09549 1451 444 6 56 128 09549 1451 445 6 57 81 09549 1451 446 6 58 128 09549 1451 447 6 59 82 09549 1451 448 6 60 81 09549 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6.18339275 29.03279609549 3 1 1872 6.18933197 30.0721106 6.19348943 30.7997200 6.19527119 31.15507259549 3 1 1873 6.19853777 31.8066346 6.20121041 32.3897992 6.20358610 32.90825259549 3 1 1874 6.20863444 34.1150964 6.21011924 34.5044017 6.21368277 35.43891239549 3 1 1875 6.21902807 37.0345908 6.22140375 37.7439187 6.22251736 38.07796489549 3 1 1876 6.22793690 39.9726999 6.23008987 40.7255500 6.23625181 43.21166809549 3 1 1877 6.23766238 43.7808824 6.24040925 45.0607452 6.24337887 46.45004259549 3 1 1878 6.24523488 47.3184936 6.25050593 50.1650312 6.25280738 51.40808919549 3 1 1879 6.25466338 52.5645845 6.25763299 54.4219575 6.26037989 56.14030659549 3 1 1880 6.26476006 59.2776075 6.26654182 60.5539948 6.26731392 61.11013839549 3 1 1881 6.27188712 64.8305093 6.27360950 66.2319107 6.27901418 71.16359259549 3 1 1882 6.27990507 71.9766414 6.28435948 76.5286156 6.28614124 78.36054499549 3 1 1883 6.28620064 78.4216271 6.29249621 85.6527624 6.29362465 87.09762049549 3 1 1884 6.29790089 92.5735438 6.29879178 93.7144696 6.29980144 95.15259359549 3 1 1885 6.30217713 98.5533196 6.30508735 102.719554 6.30645337 104.8880859549 3 1 1886 6.31072960 111.677057 6.31138292 112.714358 6.31215502 114.0490779549 3 1 1887 6.31500584 118.993784 6.31571855 120.230068 6.31833180 125.1877079549 3 1 1888 6.31928208 126.995047 6.32284561 133.773049 6.32355832 135.2822519549 3 1 1889 6.32545887 139.307056 6.32783455 144.356457 6.32997268 148.9014489549 3 1 1890 6.33353620 157.085702 6.33591189 162.872101 6.33733730 166.3442899549 3 1 1891 6.33828758 168.668502 6.34066327 174.869306 6.34303895 181.0705469549 3 1 1892 6.34541464 187.675153 6.34684005 191.638192 6.34779033 194.2896589549 3 1 1893 6.35016602 201.333341 6.35254170 208.377482 6.35491739 215.8468339549 3 1 1894 6.35634280 220.328730 6.35729308 223.327026 6.35966877 231.2562319549 3 1 1895 6.36204445 239.186166 6.36584555 252.932665 6.36917152 264.9999489549 3 1 1896 6.37154720 273.620422 6.37534830 288.835340 6.37867427 302.1898299549 3 1 1897 6.38104995 311.729723 6.38485105 328.051552 6.38580133 332.1412119549 3 1 1898 6.38817702 342.892299 6.38960243 349.343456 6.39269082 363.3460319549 3 1 1899 6.39530408 376.124092 6.39661071 382.513512 6.40243114 411.0310079549 3 1 1900 6.40338142 415.687334 6.40551954 426.183951 6.41015213 450.9574479549 3 1 1901 6.41668527 485.954040 6.41692284 487.226741 6.42048637 506.3632669549 3 1 1902 6.42737586 545.595001 6.43046425 563.182414 6.43260238 575.3917509549 3 1 1903 6.44471838 646.599873 6.45612168 713.747698 6.46467415 764.1730179549 3 1 1904 6.47132608 800.909056 6.48367965 869.125824 6.48748075 887.3989529549 3 1 1905 6.49318240 914.803796 6.49983433 946.694692 6.50316029 959.6535669549 3 1 1906 6.51218790 994.817834 6.51408845 1002.18602 6.51741442 1011.676089549 3 1 1907 6.52311607 1027.93765 6.52786744 1041.40646 6.53128843 1047.399059549 3 1 1908 6.53309395 1050.55940 6.54031604 1063.06948 6.54183648 1064.042469549 3 1 1909 6.54449725 1065.69489 6.55057901 1069.46535 6.55209945 1070.367959549 3 1 1910 6.55266962 1070.70599 6.55932154 1068.75060 6.56008176 1068.526589549 3 1 1911 6.56426297 1064.50369 6.56616352 1062.60667 6.56768396 1061.087939549 3 1 1912 6.57395578 1049.42298 6.57965743 1038.81272 6.58013257 1037.915819549 3 1 1913 6.58559665 1021.90040 6.58725963 1016.98280 6.59391155 997.3044949549 3 1 1914 6.60103862 969.138113 6.60151375 967.244574 6.60864082 938.8353169549 3 1 1915 6.60911595 936.941053 6.61481760 910.270725 6.61861870 892.4009089549 3 1 1916 6.62432035 863.057996 6.62622090 853.231878 6.63002200 833.5767129549 3 1 1917 6.64332585 758.519458 6.64997778 720.825611 6.65853025 672.3603329549 3 1 1918 6.66708273 623.329967 6.67420979 582.385829 6.67563520 574.1974979549 3 1 1919 6.68703850 511.110671 6.69297772 479.592213 6.69464070 470.7677419549 3 1 1920 6.70153020 435.823826 6.70319318 427.389778 6.70604400 413.6579219549 3 1 1921 6.71032024 393.085832 6.71435891 374.667175 6.71744730 360.5835779549 3 1 1922 6.72029813 348.331556 6.72077327 346.293588 6.72457437 329.9910229549 3 1 1923 6.72742519 318.664245 6.73407712 292.237434 6.73455225 290.5232839549 3 1 1924 6.73692794 281.981601 6.74357987 258.067740 6.74643069 248.8501989549 3 1 1925 6.75308262 227.345350 6.75355775 225.935367 6.75593344 218.9218109549 3 1 1926 6.75783399 213.311557 6.76068482 205.387018 6.76258537 200.1043829549 3 1 1927 6.76543619 192.659088 6.76733674 187.695920 6.77018757 180.7161589549 3 1 1928 6.77208812 176.063350 6.77256325 174.974029 6.77493894 169.5547309549 3 1 1929 6.77668860 165.563818 6.77969032 159.153275 6.78113818 156.0614479549 3 1 1930 6.78206600 154.207983 6.78444169 149.481041 6.78558777 147.2008659549 3 1 1931 6.78919307 140.505898 6.79003735 138.938276 6.79307930 133.6771499549 3 1 1932 6.79448694 131.253908 6.79750798 126.421309 6.79893652 124.1365139549 3 1 1933 6.80338611 117.537990 6.80409260 116.598083 6.80514616 115.2042509549 3 1 1934 6.80922082 109.814289 6.81131507 107.044257 6.81329548 104.7750589549 3 1 1935 6.81510590 102.700837 6.81737013 100.127894 6.81884260 98.45481829549 3 1 1936 6.82144479 95.9077957 6.82551944 91.9199420 6.82637012 91.08746509549 3 1 1937 6.82959410 88.3953630 6.83389765 84.8023807 6.83565407 83.56524779549 3 1 1938 6.83774341 82.1098448 6.84142517 79.5458058 6.84518893 77.37026389549 3 1 1939 6.84589273 76.9671155 6.84895270 75.2147831 6.85404204 72.84571969549 3 1 1940 6.85648022 71.7110982 6.85949123 70.6240988 6.86219135 69.66385409549 3 1 1941 6.86526233 68.5721076 6.87028068 67.1901452 6.87379353 66.41084409549 3 1 1942 6.87529903 66.0836754 6.87831004 65.5793267 6.88031738 65.24327649549 3 1 1943 6.88433206 64.7574853 6.88533573 64.6361093 6.88809583 64.46944819549 3 1 1944 6.89035408 64.3453385 6.89468242 64.1077472 6.89637610 64.13783429549 3 1 1945 6.90478184 64.2877895 6.90540913 64.3315849 6.91055294 64.69108099549 3 1 1946 6.91243482 64.8894545 6.91644950 65.3129748 6.91707680 65.38292339549 3 1 1947 6.92435341 66.4520411 6.92648620 66.8638472 6.93890662 69.26310449549 3 1 1948 6.94154125 69.8820960 6.94957061 71.7689669 6.95057428 72.01008069549 3 1 1949 6.95157795 72.2782601 6.98871374 82.2017416 6.99172475 83.01703359549 3 1 1950 6.99975411 85.1905353 7.01029265 87.5042005 7.01531100 88.60551289549 3 1 1951 7.01982751 89.6094440 7.02083118 89.7629352 7.03588623 92.06381939549 3 1 1952 7.03739174 92.2937112 7.05013834 93.2479106 7.05335009 93.48793839549 3 1 1953 7.05997431 93.6009514 7.06137945 93.5405384 7.06918800 93.20406009549 3 1 1954 7.07603303 92.9085272 7.07783964 92.6831046 7.09118845 91.01587299549 3 1 1955 7.09359726 90.5386926 7.10614313 88.0516364 7.10815047 87.54562319549 3 1 1956 7.11617983 85.5207739 7.11818717 84.9184528 7.11868901 84.76782649549 3 1 1957 7.13324222 80.3762406 7.13524956 79.6683516 7.14528626 76.12821869549 3 1 1958 7.15883581 71.3483268 7.18242205 62.6247442 7.19948444 56.27819329549 3 1 1959 7.20048811 55.9049034 7.20952114 52.8455742 7.21880509 49.70169229549 3 1 1960 7.21955784 49.4740595 7.22658353 47.3414015 7.23511473 44.75228449549 3 1 1961 7.24063491 43.2731453 7.24766060 41.3909326 7.24816244 41.25650369549 3 1 1962 7.25468629 39.7262441 7.26121015 38.1961934 7.26171198 38.09111409549 3 1 1963 7.26773400 36.8304134 7.27400694 35.6318165 7.27475969 35.48801659549 3 1 1964 7.27563791 35.3198609 7.28027988 34.5218864 7.28354181 33.96123819549 3 1 1965 7.28705465 33.4239553 7.29144571 32.7524734 7.29382942 32.43124149549 3 1 1966 7.29934961 31.6874812 7.30060420 31.5401492 7.30725351 30.75946159549 3 1 1967 7.30737897 30.7467403 7.31415374 30.0599653 7.31478104 29.99638879549 3 1 1968 7.32092851 29.4629984 7.32212038 29.3596102 7.32770329 28.95121769549 3 1 1969 7.32945971 28.8227695 7.33447806 28.5201189 7.33679905 28.38018579549 3 1 1970 7.34125283 28.1655279 7.34413838 28.0265031 7.34802760 27.90461469549 3 1 1971 7.35881706 27.5666964 7.35931889 27.5597111 7.36860284 27.43069669549 3 1 1972 7.37061018 27.4353995 7.38328151 27.4653699 7.38399199 27.47729349549 3 1 1973 7.39103261 27.5956085 7.39862771 27.8025782 7.39960723 27.82928719549 3 1 1974 7.40740914 28.1293515 7.40818185 28.1590795 7.41619058 28.56071249549 3 1 1975 7.41675647 28.5890981 7.42497200 29.1035172 7.42533109 29.12600619549 3 1 1976 7.43375344 29.7676932 7.43390570 29.7792955 7.44253487 30.61467009549 3 1 1977 7.44819674 31.1628867 7.45717059 32.2775721 7.45962956 32.58306879549 3 1 1978 7.46887916 34.0072377 7.47106239 34.3434439 7.48057971 36.15379839549 3 1 1979 7.48247440 36.5142546 7.48814918 37.7758536 7.48972550 38.16478259549 3 1 1980 7.49227758 38.8001205 7.49382396 39.1851294 7.49812651 40.37281629549 3 1 1981 7.49949874 40.7516363 7.50397545 42.1217901 7.50517352 42.48850009549 3 1 1982 7.50982438 44.0666040 7.51084830 44.4140589 7.51116357 44.53740029549 3 1 1983 7.51567332 46.3163782 7.52077917 48.3306340 7.52152225 48.67625879549 3 1 1984 7.52929135 52.2901696 7.53175789 53.6249335 7.53780352 56.89684609549 3 1 1985 7.53796115 56.9959448 7.54053129 58.6265268 7.54631569 62.29668039549 3 1 1986 7.54930470 64.4926907 7.55482786 68.5508984 7.55807809 71.31003259549 3 1 1987 7.55939921 72.4316402 7.56334003 75.8001492 7.56724932 79.66008609549 3 1 1988 7.57011824 82.4929932 7.57226205 84.6239463 7.57282952 85.24785029549 3 1 1989 7.57591913 88.6449012 7.57840973 91.5900407 7.58140475 95.13184989549 3 1 1990 7.58398993 98.4629247 7.58625984 101.387921 7.58689037 102.2063559549 3 1 1991 7.58957013 105.988241 7.59237599 109.948295 7.59515033 114.1986769549 3 1 1992 7.59786161 118.352658 7.60063596 122.958778 7.60073054 123.1165669549 3 1 1993 7.60334724 127.482230 7.60631074 132.828271 7.60782401 135.5582859549 3 1 1994 7.60883286 137.384479 7.61189094 143.357175 7.61431848 148.0985959549 3 1 1995 7.61501207 149.557382 7.61747114 154.745899 7.61980410 159.6686489549 3 1 1996 7.62220012 165.230454 7.62743353 177.416797 7.62894680 180.9408299549 3 1 1997 7.62938818 182.098469 7.63550433 198.184189 7.63752203 203.5069549549 3 1 1998 7.63903530 207.499315 7.64307070 219.460489 7.64761053 232.9595069549 3 1 1999 7.64912380 237.459473 7.65063708 242.472471 7.65769903 265.9366709549 3 1 2000 7.65820345 267.612774 7.65921230 270.975548 7.66576983 295.1022989549 3 1 2001 7.66778753 302.547781 7.66930080 308.132158 7.67333620 324.2452709549 3 1 2002 7.67535390 332.324307 7.67686718 338.383843 7.68090258 355.5701439549 3 1 2003 7.68292028 364.186139 7.68443355 370.648347 7.68846895 389.3429989549 3 1 2004 7.69048665 398.713259 7.69603533 424.482682 7.69956630 440.9405079549 3 1 2005 7.70561940 471.359632 7.70965480 491.640151 7.71116808 499.6469649549 3 1 2006 7.72176100 555.918119 7.72579640 578.538974 7.72655304 582.7805429549 3 1 2007 7.73512827 630.977218 7.74899995 709.097076 7.76211500 783.1130099549 3 1 2008 7.76514155 799.284115 7.78632740 912.476787 7.78935395 926.8487399549 3 1 2009 7.79036280 931.638882 7.79843360 969.845047 7.80852210 1012.349729549 3 1 2010 7.81457520 1034.43378 7.81861060 1049.02525 7.83323893 1090.285709549 3 1 2011 7.83525663 1094.31122 7.84191504 1107.38783 7.84231858 1107.811039549 3 1 2012 7.84524424 1110.87757 7.85613982 1122.02573 7.85735044 1123.230859549 3 1 2013 7.85775398 1123.32638 7.86138584 1124.18451 7.86178938 1123.974309549 3 1 2014 7.86663186 1121.44953 7.87672036 1115.81525 7.87752744 1114.628709549 3 1 2015 7.88317700 1106.31961 7.88519470 1103.27685 7.88620355 1100.846699549 3 1 2016 7.89326550 1083.83170 7.90184073 1062.93175 7.90284958 1059.410299549 3 1 2017 7.90335400 1057.64926 7.91344250 1022.15786 7.91823454 1005.134259549 3 1 2018 7.91899118 1001.89124 7.92958410 956.483494 7.93160180 946.5057389549 3 1 2019 7.93866375 911.304391 7.95177880 845.925690 7.95278765 840.8687859549 3 1 2020 7.96691155 763.208338 7.98607970 657.482782 7.99616820 601.7525559549 3 1 2021 8.00423900 559.358039 8.01634520 495.768790 8.02542485 451.3388839549 3 1 2022 8.02693813 443.946297 8.03198238 421.185268 8.03954875 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