28-Ni- 62 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2009 1 0 0 0 28062.0000 61.3960000 2 0 0 52837 1451 1 0.0 0.0 0 0 0 62837 1451 2 1.00000000 150000000. 8 5 10 72837 1451 3 2100.00000 0.0 1 0 497 422837 1451 4 28-Ni- 62 LANL,ORNL EVAL-SEP97 S.Chiba,M.B.Chadwick,Hetrick 2837 1451 5 CH97,CH99 DIST-DEC06 REV4- 20011108 2837 1451 6 ----ENDF/B-VII MATERIAL 2837 REVISION 4 2837 1451 7 -----INCIDENT NEUTRON DATA 2837 1451 8 ------ENDF-6 FORMAT 2837 1451 9 2837 1451 10 Oct 22,2004, Holly Trellue remade mf6mt5 using corrected gnash 2837 1451 11 code, to fix an earlier bug. Impact is reduced sec. particle prod.2837 1451 12 for new ENDF/B-VII release 2837 1451 13 **************************************************************** 2837 1451 14 2837 1451 15 ENDF/B-VI MOD 5 Revision, June 2000, S.C. Frankle, R.C. Reedy, 2837 1451 16 P.G. Young (LANL) 2837 1451 17 2837 1451 18 The secondary gamma-ray spectrum for radiative capture (MF 12, 2837 1451 19 MT 102) has been updated for new experimental data at incident 2837 1451 20 neutron energies up to 1 keV. 2837 1451 21 The MF=12, MT=102 yields above 1 keV were adjusted slightly to 2837 1451 22 force energy conservation. 2837 1451 23 The Q-value for radiative capture was also updated in File 3. 2837 1451 24 Details of these changes are described in Frankel et al. [Fr01]. 2837 1451 25 2837 1451 26 **************************************************************** 2837 1451 27 2837 1451 28 ENDF/B-VI MOD 4 Evaluation, September 1997, S. Chiba, 2837 1451 29 M.B. Chadwick, P.G. Young (LANL), and 2837 1451 30 A.J. Koning (ECN) 2837 1451 31 2837 1451 32 Los Alamos LA150 Library, produced with FKK/GNASH/GSCAN code 2837 1451 33 in cooperation with ECN Petten. 2837 1451 34 2837 1451 35 This evaluation provides a complete representation of the 2837 1451 36 nuclear data needed for transport, damage, heating, 2837 1451 37 radioactivity, and shielding applications over the incident 2837 1451 38 neutron energy range from 1.0E-11 to 150 MeV. The discussion 2837 1451 39 here is divided into the region below and above 20 MeV. 2837 1451 40 2837 1451 41 INCIDENT NEUTRON ENERGIES < 20 MeV 2837 1451 42 2837 1451 43 Below 20 MeV the evaluation is based completely on the ENDF/B- 2837 1451 44 VI (MOD3) evaluation by Larson, C. Perey, Hetrick, and 2837 1451 45 Fu. 2837 1451 46 2837 1451 47 INCIDENT NEUTRON ENERGIES > 20 MeV 2837 1451 48 2837 1451 49 The ENDF/B-VI Release 2 evaluation extends to 20 MeV and 2837 1451 50 includes cross sections and energy-angle data for all 2837 1451 51 significant reactions. The present evaluation utilizes a more 2837 1451 52 compact composite reaction spectrum representation above 20 MeV 2837 1451 53 in order to reduce the length of the file. No essential data for 2837 1451 54 applications is lost with this representation. 2837 1451 55 The evaluation above 20 MeV utilizes MF=6, MT=5 to represent 2837 1451 56 all reaction data. Production cross sections and emission 2837 1451 57 spectra are given for neutrons, protons, deuterons, tritons, 2837 1451 58 alpha particles, gamma rays, and all residual nuclides produced 2837 1451 59 (A>5) in the reaction chains. To summarize, the ENDF sections 2837 1451 60 with non-zero data above En = 20 MeV are: 2837 1451 61 2837 1451 62 MF=3 MT= 1 Total Cross Section 2837 1451 63 MT= 2 Elastic Scattering Cross Section 2837 1451 64 MT= 3 Nonelastic Cross Section 2837 1451 65 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 2837 1451 66 2837 1451 67 MF=4 MT= 2 Elastic Angular Distributions 2837 1451 68 2837 1451 69 MF=6 MT= 5 Production Cross Sections and Energy-Angle 2837 1451 70 Distributions for Emission Neutrons, Protons, 2837 1451 71 Deuterons, Tritons, and Alphas; and Angle- 2837 1451 72 Integrated Spectra for Gamma Rays and Residual 2837 1451 73 Nuclei That Are Stable Against Particle Emission 2837 1451 74 2837 1451 75 The evaluation is based on nuclear model calculations that 2837 1451 76 have been benchmarked to experimental data, especially for n + 2837 1451 77 Ni58 and p + Ni58 reactions [Ch97]. We use the GNASH code system 2837 1451 78 [Yo92], which utilizes Hauser-Feshbach statistical, 2837 1451 79 preequilibrium and direct-reaction theories. Spherical optical 2837 1451 80 model calculations are used to obtain particle transmission 2837 1451 81 coefficients for the Hauser-Feshbach calculations, as well as 2837 1451 82 for the elastic neutron angular distributions. 2837 1451 83 Cross sections and spectra for producing individual residual 2837 1451 84 nuclei are included for reactions. The energy-angle-correlations 2837 1451 85 for all outgoing particles are based on Kalbach systematics 2837 1451 86 [Ka88]. 2837 1451 87 A model was developed to calculate the energy distributions of 2837 1451 88 all recoil nuclei in the GNASH calculations [Ch96]. The recoil 2837 1451 89 energy distributions are represented in the laboratory system in 2837 1451 90 MT=5, MF=6, and are given as isotropic in the lab system. All 2837 1451 91 other data in MT=5,MF=6 are given in the center-of-mass system. 2837 1451 92 This method of representation utilizes the LCT=3 option approved 2837 1451 93 at the November, 1996, CSEWG meeting. 2837 1451 94 Preequilibrium corrections were performed in the course of the 2837 1451 95 GNASH calculations using the exciton model of Kalbach [Ka77, 2837 1451 96 Ka85], validated by comparison with calculations using Feshbach, 2837 1451 97 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 2837 1451 98 nuclear data sheets were matched to continuum level densities 2837 1451 99 using the formulation of Gilbert and Cameron [Gi65] and pairing 2837 1451 100 and shell parameters from the Cook [Co67] analysis. Neutron and 2837 1451 101 charged- particle transmission coefficients were obtained from 2837 1451 102 the optical potentials, as discussed below. Gamma-ray 2837 1451 103 transmission coefficients were calculated using the Kopecky-Uhl 2837 1451 104 model [Ko90]. 2837 1451 105 2837 1451 106 SOME Ni-SPECIFIC INFORMATION CONCERNING THE EVAL. 2837 1451 107 2837 1451 108 The neutron total cross section was evaluated based on the 2837 1451 109 least-squares method with GMA code system [Po81] taking account of2837 1451 110 the experimental data [Ci68, Pe73, Sc73, La83, Di97, Fa66, Du67]. 2837 1451 111 The data for natural Ni were also used because there was not 2837 1451 112 enough data for Ni-62 above 20 MeV. The data for natural Ni were 2837 1451 113 transformed to the Ni-62 cross section according to A*(2/3) law. 2837 1451 114 In the GMA analysis, the systematic error was assumed to be 1 % 2837 1451 115 for all the data set. Result of the GMA evaluation was used as 2837 1451 116 the evaluated total cross section data above 20 MeV. 2837 1451 117 2837 1451 118 The evaluated total cross section data (1 to 250 MeV) and s-wave 2837 1451 119 strength function [Mu81] were used to obtain the neutron optical 2837 1451 120 potential parameters. The parameter estimation was carried out 2837 1451 121 based on Marquart-Bayesian approach [Sm91], where ECIS95 code was 2837 1451 122 used for the optical model calculation. We have employed the 2837 1451 123 energy dependence of the optical potential similar to Delaroche's 2837 1451 124 work [De89]. The initial potential parameters were adopted from 2837 1451 125 Koning and Delaroche [Ko97]. Total of 7 parameters concerning the2837 1451 126 central potential depth were estimated with associated covariance 2837 1451 127 matrix, while the geometrical parameters were fixed to the result 2837 1451 128 of a similar search for n + Ni-58. Presently obtained potential 2837 1451 129 was used for the calculation of neutron transmission coefficients 2837 1451 130 and DWBA cross sections in the energy region above 20 MeV. Below 2837 1451 131 20 MeV, the Harper neutron potential [Ha82] was used for the 2837 1451 132 calculation of transmission coefficients. 2837 1451 133 2837 1451 134 The proton optical potential was also searched for to obtain a 2837 1451 135 good description of proton-total reaction cross section as 2837 1451 136 predicted by Wellisch-Axen systematic [We96] above 50 MeV. The 2837 1451 137 parameter estimation was carried out by the Marquart-Bayesian 2837 1451 138 approach similar to the neutron OMP, but trying to seek the best 2837 1451 139 parameter to reproduce the reaction cross sections compiled by 2837 1451 140 Carlson [Ca96] and Wellisch values. The experimental data in 2837 1451 141 Carlson [Ca96] was scaled for Ni-62 according to A**(2/3) law. In2837 1451 142 this search, the geometrical parameters were fixed to be same as 2837 1451 143 the neutron potential. The present potential gives a good 2837 1451 144 description of the proton total reaction cross section from 10 MeV2837 1451 145 to 250 MeV. However, after some trial and error to reproduce both2837 1451 146 the elastic scattering and reaction cross section data for Ni-58, 2837 1451 147 we have employed the following combination of proton potentials: 2837 1451 148 2837 1451 149 0 to 5 MeV : Harper potential [Ha82] 2837 1451 150 6 to 47 MeV : Koning and Delaroche [Ko97] 2837 1451 151 48 to 260 MeV : Present OMP 2837 1451 152 2837 1451 153 For deuterons, the Lohr-Haeberli [Lo74] global potential was used;2837 1451 154 for alpha particles the McFadden-Satchler [Mc66] potential was 2837 1451 155 used; and for tritons the Becchetti-Greenlees [Be71] potential was2837 1451 156 used. The He-3 channel was ignored. 2837 1451 157 2837 1451 158 The direct collective inelastic scattering to the following levels2837 1451 159 in Ni-62 was considered by the DWBA-mode calculation of ECIS95: 2837 1451 160 2837 1451 161 Jpi Ex(MeV) Deformation length 2837 1451 162 2+ 1.173 1.008 2837 1451 163 3- 3.757 0.83 2837 1451 164 2837 1451 165 The data for the 2+ level was retrieved from the literature 2837 1451 166 [Ra87]. The data for the 3- level was estimated to be an average 2837 1451 167 of the same quantity for Ni-58 and Ni-60. 2837 1451 168 2837 1451 169 **************************************************************** 2837 1451 170 2837 1451 171 REFERENCES 2837 1451 172 2837 1451 173 [Be71] F.D. Becchetti, Jr., and G.W. Greenlees in 2837 1451 174 "Polarization Phenomena in Nuclear Reactions," (Ed: H.H. 2837 1451 175 Barschall and W. Haeberli, The University of Wisconsin Press, 2837 1451 176 1971) p.682 2837 1451 177 [Bo71] P. Boschung et al, Nucl.Phys. A161, 593 (1971) 2837 1451 178 [Ca96] R.F. Carlson, Atomic Data and Nuclear Data Tables, 63, 2837 1451 179 93 (1996) 2837 1451 180 [Ch93] M.B. Chadwick and P.G. Young, Phys.Rev. C 47, 2255 (1993) 2837 1451 181 [Ch96] M.B. Chadwick, P.G. Young, R.E. MacFarlane, and A.J. 2837 1451 182 Koning, "High-Energy Nuclear Data Libraries for Accelerator- 2837 1451 183 Driven Technologies: Calculational Method for Heavy Recoils," 2837 1451 184 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 2837 1451 185 Technology and Applications, Kalmar, Sweden, 3-7 June 1996 2837 1451 186 [Ch97] M. B. Chadwick and P. G. Young, "Model Calculations of 2837 1451 187 n,p + 58,60,61,62,64Ni" in APT PROGRESS REPORT: 1 August - 1 2837 1451 188 September 1997, internal Los Alamos National Laboratory memo T-2837 1451 189 2-97/MS-51, 8 September 1997 from R.E. MacFarlane to L. Waters.2837 1451 190 [Ch99] M.B. Chadwick, P G. Young, G. M. Hale, et al., Los Alamos 2837 1451 191 National Laboratory report, LA-UR-99-1222 (1999) 2837 1451 192 [Ci68] S. Cierjack et al, report KFK-1000 (1968) 2837 1451 193 [Co67] J.L. Cook, H. Ferguson, and A.R. DeL Musgrove, Aust.J. 2837 1451 194 Phys. 20, 477 (1967) 2837 1451 195 [De89] J.P. Delaroche, Y. Wang and J. Rapaport, Phys.Rev.C 39, 2837 1451 196 391 (1989) 2837 1451 197 [Di97] F. Dietrich et al., private communication (1997). 2837 1451 198 [Du67] Yu.V. Dukarevich et al., Nucl.Phys. A92, 433 (1967) 2837 1451 199 [Fa66] J.A. Farrel et al, Ann.Phys. 36, 367 (1966) 2837 1451 200 [Fe80] M.B. Fedorov et al., 80Kiev, 1, 309(1980) 2837 1451 201 [Fr01] S.C. Frankle, R.C. Reedy, and P.G. Young, Los ALamos 2837 1451 202 National Laboratory Report, LA-13812 (2001). 2837 1451 203 [Gi65] A. Gilbert and A.G.W. Cameron, Can.J.Phys. 43, 1446 (1965)2837 1451 204 [Gu85] P.P. Guss et al, Nucl.Phys. A438, 187 (1985) 2837 1451 205 [Ha82] R.C. Harper and W.L. Alford, J.Phys.G. 8, 153 (1982) 2837 1451 206 [Ka77] C. Kalbach, Z.Phys.A 283, 401 (1977) 2837 1451 207 [Ka85] C. Kalbach, Los Alamos National Laboratory report 2837 1451 208 LA-10248-MS (1985) 2837 1451 209 [Ka88] C. Kalbach, Phys.Rev.C 37, 2350 (1988); see also 2837 1451 210 C. Kalbach and F. M. Mann, Phys.Rev.C 23, 112 (1981) 2837 1451 211 [Ko90] J. Kopecky and M. Uhl, Phys.Rev.C 41, 1941 (1990) 2837 1451 212 [Ko97] A. Koning and J.P. Delaroche, private communication. 2837 1451 213 [La83] D.C. Larson et al, report ORNL-TM-8203 (1983) 2837 1451 214 [Lo74] J.M.Lohr and W.Haeberli, Nucl.Phys. A232, 381 (1974) 2837 1451 215 [Mc66] L. McFadden and G.R. Satchler, Nucl.Phys. 84, 177 (1966) 2837 1451 216 [Mu81] S.F. Mughabghab, M. Divadeenam and N.E. Holden, "Neutron 2837 1451 217 Cross Sections", Vol. 1, Part A (Academic Press, 1981) 2837 1451 218 [Pe73] F.G. Perey, private communication (1973) [EXFOR 10342] 2837 1451 219 [Pe82] C.M. Perey et al, Oak Ridge report ORNL-5893 (1982) 2837 1451 220 [Pe88] Pedroni et al, Phys.Rev.C 38, 2052 (1988) 2837 1451 221 [Po81] W. Poenitz, Nuclear Data Evaluation Methods and 2837 1451 222 and Procedures, Proc. Conf., Upton, NY, 1981, Brookhaven Report2837 1451 223 BNL-NCS-51363 (1981) p. 249 2837 1451 224 [Ra87] S. Raman et al, At. Data Nucl. Data Tables, 36, 1(1987). 2837 1451 225 [Ra96] J. Raynal, "Notes on ECIS94", Service de Physique 2837 1451 226 Theorique, Saclay, France (personal communication through A.J. 2837 1451 227 Koning, 1996). 2837 1451 228 [Sc73] W. Schimmerling et al., Phys.Rev.C 7, 248 (1973) 2837 1451 229 [Sm79] A.B. Smith et al., Nucl.Sci.Eng., 72, 293 (1979) 2837 1451 230 [Sm91] D.L. Smith, "Probability, Statistics, and Data Uncertainty2837 1451 231 in Nuclear Science and Technology" (American Nuclear Society, 2837 1451 232 1991) 2837 1451 233 [We96] H.P. Wellisch and D. Axen, Phys.Rev.C 54, 1329 (1996) 2837 1451 234 [Yo92] P.G. Young, E.D. Arthur, and M.B. Chadwick, Los Alamos 2837 1451 235 report LA-12343-MS (1992) 2837 1451 236 2837 1451 237 **************************************************************** 2837 1451 238 2837 1451 239 ENDF/B-VI MOD 3 Revision, October 1997, V. McLane (NNDC) 2837 1451 240 2837 1451 241 1. Corrected residual nucleus in File 6, MT=22, and exponent for 2837 1451 242 alpha in MT=28. 2837 1451 243 2. Updated File 1 comments and corrected references. 2837 1451 244 2837 1451 245 **************************************************************** 2837 1451 246 2837 1451 247 ENDF/B-VI MOD 2 Revision, July 1991, 2837 1451 248 D.M. Hetrick, C.Y. Fu, N.M. Larson (ORNL) 2837 1451 249 2837 1451 250 1. The secondary particle distributions for MF=6, MT=51-54 were 2837 1451 251 corrected-to-center of mass from laboratory coordinates. 2837 1451 252 2. The elastic transformation matrix was removed. 2837 1451 253 2837 1451 254 ******************************************************************2837 1451 255 2837 1451 256 ENDF/B-VI MOD 1 Evaluation, November 1989, 2837 1451 257 D.M. Hetrick, C.Y. Fu, N.M. Larson (ORNL) 2837 1451 258 2837 1451 259 This work employed the Hauser-Feshbach code TNG [1,2,3]. 2837 1451 260 The TNG code provides energy and angular distributions of 2837 1451 261 particles emitted in the compound and pre-compound reactions, 2837 1451 262 ensures consistency among all reactions, and maintains energy 2837 1451 263 balance. Details pertinent to the contents of this evaluation 2837 1451 264 can be found in Hetrick et al. [4]. 2837 1451 265 2837 1451 266 DESCRIPTION OF FILES 2837 1451 267 2837 1451 268 File 1: GENERAL INFORMATION ------------------------------------ 2837 1451 269 MT=451 General information, references, and definitions. 2837 1451 270 2837 1451 271 File 2 RESONANCE PARAMETERS ------------------------------------ 2837 1451 272 MT=151 Resonance Parameters; taken from the compilation 2837 1451 273 of Mughabghab [5]. From 1.E-5 eV to 600 keV the scattering 2837 1451 274 cross section is given completely by the resonance 2837 1451 275 parameters. For total and capture, a contribution is added 2837 1451 276 from 10-600 keV due to the capture cross section (see File 3,2837 1451 277 MT=102 below). No background files are given. 2837 1451 278 2837 1451 279 Thermal cross sections values (barns): 2837 1451 280 Total 24.3 2837 1451 281 Elastic scattering 9.89 2837 1451 282 Capture 14.4 2837 1451 283 2837 1451 284 Note that the flag has been set to allow user calculation 2837 1451 285 of the angular distributions from the R-Matrix resonance 2837 1451 286 parameters, if the user wants angular distributions on a 2837 1451 287 finer energy grid than given in File 4, MT=2. 2837 1451 288 2837 1451 289 File 3 CROSS SECTIONS ------------------------------------------ 2837 1451 290 MT=1 Total cross section - 1.E-5 eV to 600 keV, given by 2837 1451 291 resonance parameters and a contribution from 10 to 600 keV 2837 1451 292 which supplements the resonance capture. From 600 keV to 2837 1451 293 20 MeV, natural Ni data of Larson et al. [6] were used as 2837 1451 294 no 62Ni data were available. 2837 1451 295 MT=2 Elastic scattering cross sections were obtained by 2837 1451 296 subtracting the nonelastic from the total. 2837 1451 297 MT=3 Nonelastic cross section; sum of MT=4,16,22,28,102-104, 2837 1451 298 and 107. 2837 1451 299 MT=4 Total inelastic cross section; sum of MT=51-54 and 91. 2837 1451 300 MT=16 (n,2n) cross sections were calculated by the TNG code 2837 1451 301 [1,2,3,4]. No data available. 2837 1451 302 MT=22 (n,na) cross sections were calculated by the TNG code 2837 1451 303 [1,2,3,4]. No data available other than alpha emission. 2837 1451 304 MT=28 (n,np)+(n,pn) cross sections were calculated by the TNG 2837 1451 305 code [1,2,3,4]. Available data disagree, but data of Qaim 2837 1451 306 [7] for (n,np)+(n,pn) includes (n,d). Thus, ENDF/B-V natural 2837 1451 307 Ni (n,d) data [8] was normalized so that the TNG calculated 2837 1451 308 for (n,np)+(n,pn), + the (n,d) value, fit the Qaim data for 2837 1451 309 (n,np)+(n,pn)+(n,d). 2837 1451 310 MT=51-54 Inelastic scattering exciting levels; results are 2837 1451 311 from TNG [1,2,3,4]. 2837 1451 312 MT=91 Inelastic scattering exciting the continuum (TNG 2837 1451 313 calculated). 2837 1451 314 MT=102 (n,gamma) capture cross section given by resonance 2837 1451 315 parameters from 1.E-5 eV to 10 keV. While the resonance 2837 1451 316 parameters contribute up to 600 keV, an additional 2837 1451 317 contribution from TNG is included from 10 to 600 keV, due to 2837 1451 318 incomplete experimental capture resonance information. The 2837 1451 319 same normalization (0.4) used for 58,60Ni was assumed for 2837 1451 320 62Ni; the normalized TNG calculations were used from 600 keV 2837 1451 321 to 20 MeV. 2837 1451 322 MT=103 (n,p) cross sections were calculated by the TNG code 2837 1451 323 [1,2,3,4]. 2837 1451 324 MT=104 (n,d) cross sections were taken from the ENDF/B-V file 2837 1451 325 [8] for natural Ni but normalized to be smaller by a factor 2837 1451 326 of 5.5 so that the (n,np)+(n,pn)+(n,d) cross section matched 2837 1451 327 the data of Qaim [7]. 2837 1451 328 MT=107 (n,a) cross sections were taken from the ENDF/B-V 2837 1451 329 activation file but normalized to be smaller by a factor of 2837 1451 330 1.9 so that the cross sections fit the available data of 2837 1451 331 Qaim et al. [9] and Kneff et al [10]. 2837 1451 332 2837 1451 333 File 4: ANGULAR DISTRUTIONS ------------------------------------ 2837 1451 334 MT=2 Angular distributions of secondary neutrons given for 2837 1451 335 elastic scattering are from ENDF/B-V. 2837 1451 336 If desired, angular distributions can be calculated by 2837 1451 337 the user on a finer energy grid from the R-Matrix resonance 2837 1451 338 parameters in File 2, MT=151. 2837 1451 339 2837 1451 340 File 6: PRODUCT ENERGY-ANGLE DISTRIBUTIONS --------------------- 2837 1451 341 MT=16 (n,2n) reaction; includes simple constant yields for 2837 1451 342 the neutron and 61Ni residual, and energy dependent yield 2837 1451 343 based on TNG calculated gamma-ray spectra for the gamma ray;2837 1451 344 TNG calculated normalized distributions are given for each 2837 1451 345 product. Isotropy is assumed. 2837 1451 346 MT=22 (n,na)+(n,an); includes simple constant yields for the 2837 1451 347 neutron, alpha, and 58Fe residual, and energy dependent 2837 1451 348 yield based on the TNG calculated gamma-ray spectra for the 2837 1451 349 gamma ray; calculated normalized distributions are given 2837 1451 350 for each product. Isotropy is assumed. 2837 1451 351 MT=28 (n,np)+(n,pn); includes simple constant yields for the 2837 1451 352 neutron, proton, and 61Co residual, and energy dependent 2837 1451 353 yield based on TNG calculated gamma-ray spectra for the 2837 1451 354 gamma ray; calculated normalized distributions are given 2837 1451 355 for each product. Isotropy is assumed. 2837 1451 356 MT=51 through 54 Inelastic scattering exciting levels; 2837 1451 357 assumed isotropic. 2837 1451 358 MT=91 Inelastic scattering exciting the continuum; includes 2837 1451 359 simple constant yields for the neutron and 62Ni residual 2837 1451 360 and energy dependent yield based on TNG calculated gamma- 2837 1451 361 ray spectra for the gamma ray; TNG calculated normalized 2837 1451 362 distributions are given for each. Isotropy is assumed. 2837 1451 363 MT=103 (n,p) reaction; includes simple constant yields for 2837 1451 364 proton and 62Co residual, and energy dependent yield based 2837 1451 365 on calculated gamma-ray spectra for gamma ray; calculated 2837 1451 366 normalized distributions are given for each product. 2837 1451 367 Isotropy is assumed. 2837 1451 368 MT=107 (n,a) reaction; includes simple constant yields for 2837 1451 369 alpha and 59Fe residual, and energy dependent yield based 2837 1451 370 on calculated gamma-ray spectra for gamma ray; calculated 2837 1451 371 calculated normalized distributions are given for each 2837 1451 372 product. Isotropy is assumed. 2837 1451 373 2837 1451 374 File 12: PHOTON PRODUCTION MULTIPLICITIES ---------------------- 2837 1451 375 MT=51 through 54 Branching ratios for the levels are given. 2837 1451 376 MT=102 (n,g) capture; multiplicities for energies less than 2837 1451 377 1.0 MeV were taken from ENDF/B-V, but adjusted for energy 2837 1451 378 balance; TNG calculations were used for En = 2 and 5 MeV. 2837 1451 379 2837 1451 380 File 14: PHOTON ANGULAR DISTRIBUTIONS -------------------------- 2837 1451 381 MT=51 through 54 and 102 Gamma ray angular distributions 2837 1451 382 assumed to be isotropic. 2837 1451 383 2837 1451 384 File 15: CONTINUOUS PHOTON ENERGY SPECTRA ---------------------- 2837 1451 385 MT=102 (n,g) capture; as in File 12, MT=102. 2837 1451 386 2837 1451 387 File 33: UNCERTAINTY FILES ------------------------------------ 2837 1451 388 An LB=8 section is included for all non-derived files as 2837 1451 389 required by ENDF/B-VI. 2837 1451 390 2837 1451 391 MT=1 Uncertainties are derived from 1.E-5 to 10 eV. From 10 2837 1451 392 Ev to 20 MeV they are explicit, using LB=0,1 and 8. 2837 1451 393 MT=2 From 1.E-5 to 10 eV, uncertainties are explicit, based 2837 1451 394 upon thermal uncertainty and other data. From 10 eV to 20 2837 1451 395 MeV the files are derived. 2837 1451 396 MT=3 From 1.E-5 to 600 keV uncertainties are derived. 2837 1451 397 From 600 keV to 20 MeV uncertainties are explicit, using 2837 1451 398 LB=1 and 8. 2837 1451 399 MT=4 Uncertainties are all derived. 2837 1451 400 MT=16 Uncertainties for (n,2n) are explicit, estimated from 2837 1451 401 TNG. 2837 1451 402 MT=22 Uncertainties for (n,na) are explicit, estimated from 2837 1451 403 TNG. 2837 1451 404 MT=28 Uncertainties for (n,np) are explicit, estimated from 2837 1451 405 TNG. 2837 1451 406 MT=51 through91 Uncertainties for inelastic scattering are 2837 1451 407 explicit, based on data and calculation uncertainties. 2837 1451 408 MT=102 Uncertainties are explicit, based on thermal data at 2837 1451 409 low energies, and calculated results above 600 keV. 2837 1451 410 MT=103 Uncertainties estimated from TNG. 2837 1451 411 MT=104 Uncertainties estimated, based on data. 2837 1451 412 MT=107 Uncertainties estimated from TNG. 2837 1451 413 2837 1451 414 **************************************************************** 2837 1451 415 2837 1451 416 REFERENCES 2837 1451 417 2837 1451 418 [1] C.Y. Fu, "A Consistent Nuclear Model for Compound and 2837 1451 419 Precompound Reactions with Conservation of Angular 2837 1451 420 Momentum," Oak Ridge National Laboratory report ORNL/TM-7042 2837 1451 421 (1980). 2837 1451 422 [2] C.Y Fu, "Development and Application of Multi-Step 2837 1451 423 Hauser-Feshbach/Pre-equilibrium Model Theory," Symp. 2837 1451 424 Neutron Cross Sections from 10 to 50 MeV, Upton, N.Y., 2837 1451 425 May 12-14, 1980, Brookhaven National Laboratory report 2837 1451 426 BNL-NCS-51425, P 675 2837 1451 427 [3] K. Shibata and C.Y. Fu, "Recent Improvements of the TNG 2837 1451 428 Statistical Model Code", Oak Ridge National Laboratory 2837 1451 429 report ORNL/TM-10093 (1986). 2837 1451 430 [4] D.M. Hetrick, C.Y. Fu, and D.C. Larson, "Calculated Neutron 2837 1451 431 -Induced Cross Sections for 58,60Ni from 1 to 20 MeV and 2837 1451 432 Comparisons with Experiment," Oak Ridge National Laboraotry 2837 1451 433 report ORNL/TM-10219 [ENDF-344] (1987). 2837 1451 434 [5] S.F. Mughabghab, M. Divadeenam, and N.E. Holden, "Neutron 2837 1451 435 Cross Sections, Vol. 1, Neutron Resonance Parameters and 2837 1451 436 Thermal Cross Sections, Part A, Z=1-60," (Academic Press, 2837 1451 437 1981) 2837 1451 438 [6] D.C. Larson, N.M. Larson, J.A. Harvey, N.W. Hill and C.H. 2837 1451 439 Johnson, "Application of New Techniques to ORELA Neutron 2837 1451 440 Transmission Measurements and Their Uncertainty Analysis: 2837 1451 441 the Case of Natural Nickel from 2 keV to 20 MeV", Oak 2837 1451 442 Ridge National Laboratory report ORNL/TM8203 [ENDF-333] 2837 1451 443 (1983) 2837 1451 444 [7] S.M. Qaim, Nucl.Phys. A382, 255 (1982) 2837 1451 445 [8] M. Divadeenam, "Ni Elemental Neutron Induced Reaction Cross 2837 1451 446 Section Evaluation", Brookhaven National Laboratory report 2837 1451 447 BNL-NCS-51346 [ENDF-294] (1979). 2837 1451 448 [9] S.M. Qaim, R. Wolfle, M.M. Rahman, and H. Ollig, Nucl.Sci. 2837 1451 449 Eng. 88, 143 (1984) 2837 1451 450 [10] D.W. Kneff, B.M. Oliver, H. Farrar IV, and L.R. Greenwood, 2837 1451 451 Nucl.Sci.Eng. 92, 491 (1986) 2837 1451 452 2837 1451 453 ************************ C O N T E N T S *********************** 2837 1451 454 ***************** Program LINEAR (VERSION 2009-1) ***************2837 1451 455 For All Data Greater than 1.0000E-10 barns in Absolute Value 2837 1451 456 Data Linearized Using Energy Dependent Uncertainty 2837 1451 457 Energy Accuracy 2837 1451 458 (eV) (per-cent) 2837 1451 459 ----------- ----------- 2837 1451 460 0.0 .010000000 2837 1451 461 1.00000000 .010000000 2837 1451 462 2.00000000 .100000000 2837 1451 463 20000000.0 .100000000 2837 1451 464 ***************** Program RECENT (VERSION 2009-1) ***************2837 1451 465 for All Data Greater than 1.0000E-10 barns in Absolute Value 2837 1451 466 Data Linearized Using Energy Dependent Uncertainty 2837 1451 467 Energy Accuracy 2837 1451 468 (eV) (per-cent) 2837 1451 469 ----------- ----------- 2837 1451 470 0.0 .010000000 2837 1451 471 1.00000000 .010000000 2837 1451 472 2.00000000 .100000000 2837 1451 473 20000000.0 .100000000 2837 1451 474 ***************** Program SIGMA1 (VERSION 2009-1) ***************2837 1451 475 Data Doppler Broadened to 2100.00000 Kelvin 2837 1451 476 for All Data Greater than 1.0000E-10 barns in Absolute Value 2837 1451 477 Data Linearized Using Energy Dependent Uncertainty 2837 1451 478 Energy Accuracy 2837 1451 479 (eV) (per-cent) 2837 1451 480 ----------- ----------- 2837 1451 481 0.0 .010000000 2837 1451 482 1.00000000 .010000000 2837 1451 483 2.00000000 .100000000 2837 1451 484 20000000.0 .100000000 2837 1451 485 ***************** Program FIXUP (Version 2009-1) ****************2837 1451 486 Corrected ZA/AWR in All Sections-----------------------------Yes 2837 1451 487 Corrected Thresholds-----------------------------------------No 2837 1451 488 Extended Cross Sections to 20 MeV----------------------------No 2837 1451 489 Allow Cross Section Deletion---------------------------------No 2837 1451 490 Allow Cross Section Reconstruction---------------------------Yes 2837 1451 491 Make All Cross Sections Non-Negative-------------------------Yes 2837 1451 492 Delete Energies Not in Ascending Order-----------------------Yes 2837 1451 493 Deleted Duplicate Points-------------------------------------Yes 2837 1451 494 Check for Ascending MAT/MF/MT Order--------------------------Yes 2837 1451 495 Check for Legal MF/MT Numbers--------------------------------Yes 2837 1451 496 Allow Creation of Missing Sections---------------------------No 2837 1451 497 Allow Insertion of Energy Points-----------------------------No 2837 1451 498 Create Uniform Energy Grid-----------------------------------No 2837 1451 499 Delete Section if Cross Section =0 at All Energies-----------Yes 2837 1451 500 **************** Program DICTIN (VERSION 2009-1) ****************2837 1451 501 1 451 543 52837 1451 502 2 151 63 12837 1451 503 3 1 5763 42837 1451 504 3 2 4139 42837 1451 505 3 3 1709 42837 1451 506 3 4 395 12837 1451 507 3 5 107 42837 1451 508 3 16 157 12837 1451 509 3 22 89 12837 1451 510 3 28 106 12837 1451 511 3 51 147 12837 1451 512 3 52 127 12837 1451 513 3 53 139 12837 1451 514 3 54 134 12837 1451 515 3 91 157 12837 1451 516 3 102 1067 52837 1451 517 3 103 99 12837 1451 518 3 104 117 12837 1451 519 3 107 93 12837 1451 520 4 2 3747 42837 1451 521 6 5 13030 42837 1451 522 6 16 280 12837 1451 523 6 22 307 32837 1451 524 6 28 242 32837 1451 525 6 51 7 22837 1451 526 6 52 7 22837 1451 527 6 53 7 22837 1451 528 6 54 7 22837 1451 529 6 91 1023 12837 1451 530 6 103 614 12837 1451 531 6 107 795 12837 1451 532 12 51 3 12837 1451 533 12 52 3 12837 1451 534 12 53 3 12837 1451 535 12 54 3 12837 1451 536 12 102 381 52837 1451 537 14 51 1 12837 1451 538 14 52 1 12837 1451 539 14 53 1 12837 1451 540 14 54 1 12837 1451 541 14 102 1 52837 1451 542 15 102 114 12837 1451 543 2837 1 0 544 2837 0 0 545 28062.0000 61.3960000 0 0 1 02837 2151 546 28062.0000 1.00000000 0 0 1 02837 2151 547 1.00000E-5 600000.000 1 3 0 12837 2151 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564 374500.000 .500000000 250.000000 .907500000 0.0 0.0 2837 2151 565 382500.000 .500000000 1250.00000 .907500000 0.0 0.0 2837 2151 566 388500.000 .500000000 4500.00000 .907500000 0.0 0.0 2837 2151 567 401500.000 .500000000 1500.00000 .907500000 0.0 0.0 2837 2151 568 423000.000 .500000000 1500.00000 .907500000 0.0 0.0 2837 2151 569 433000.000 .500000000 6500.00000 .907500000 0.0 0.0 2837 2151 570 444000.000 .500000000 350.000000 .907500000 0.0 0.0 2837 2151 571 458000.000 .500000000 500.000000 .907500000 0.0 0.0 2837 2151 572 475000.000 .500000000 1500.00000 .907500000 0.0 0.0 2837 2151 573 488500.000 .500000000 4000.00000 .907500000 0.0 0.0 2837 2151 574 498000.000 .500000000 1500.00000 .907500000 0.0 0.0 2837 2151 575 539000.000 .500000000 2000.00000 .907500000 0.0 0.0 2837 2151 576 571800.000 .500000000 4000.00000 .907500000 0.0 0.0 2837 2151 577 581000.000 .500000000 500.000000 .907500000 0.0 0.0 2837 2151 578 583500.000 .500000000 10000.0000 .907500000 0.0 0.0 2837 2151 579 590500.000 .500000000 2000.00000 .907500000 0.0 0.0 2837 2151 580 61.3960000 0.0 1 0 162 272837 2151 581 56910.0000 1.50000000 28.0000000 .293330000 0.0 0.0 2837 2151 582 137500.000 .500000000 127.000000 .293330000 0.0 0.0 2837 2151 583 188200.000 1.50000000 45.0000000 .293330000 0.0 0.0 2837 2151 584 214700.000 .500000000 190.000000 .293330000 0.0 0.0 2837 2151 585 259500.000 1.50000000 56.5000000 .293330000 0.0 0.0 2837 2151 586 272500.000 1.50000000 166.500000 .293330000 0.0 0.0 2837 2151 587 297000.000 1.50000000 100.000000 .293330000 0.0 0.0 2837 2151 588 299500.000 .500000000 500.000000 .293330000 0.0 0.0 2837 2151 589 315500.000 1.50000000 119.000000 .293330000 0.0 0.0 2837 2151 590 319000.000 1.50000000 187.500000 .293330000 0.0 0.0 2837 2151 591 323000.000 .500000000 580.000000 .293330000 0.0 0.0 2837 2151 592 352000.000 1.50000000 139.500000 .293330000 0.0 0.0 2837 2151 593 364000.000 1.50000000 97.0000000 .293330000 0.0 0.0 2837 2151 594 403300.000 .500000000 392.000000 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14.7575732 315522.947 14.6026531 315523.301 14.58909462837 3 1 1878 315529.620 14.3468376 315530.570 14.2975509 315536.293 14.00045712837 3 1 1879 315537.840 13.9021421 315542.966 13.5762213 315548.744 13.15399002837 3 1 1880 315549.639 13.0885641 315559.647 12.2712818 315577.542 10.69737022837 3 1 1881 315584.997 10.0417650 315589.471 9.66653635 315595.137 9.191438172837 3 1 1882 315598.418 8.93523234 315603.934 8.50460228 315607.364 8.257023652837 3 1 1883 315611.390 7.96649488 315614.224 7.77834369 315618.846 7.471555122837 3 1 1884 315621.083 7.33613013 315626.302 7.02025460 315627.943 6.930281542837 3 1 1885 315633.758 6.61153566 315634.802 6.55995664 315641.214 6.243252682837 3 1 1886 315641.662 6.22337805 315648.670 5.91258355 315651.951 5.782166972837 3 1 1887 315656.126 5.61627805 315662.239 5.39912249 315663.805 5.343512622837 3 1 1888 315671.709 5.09336219 315672.529 5.07024418 315679.612 4.870630902837 3 1 1889 315682.818 4.78998816 315687.515 4.67187651 315689.677 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316633.287 1.97219551 316752.996 1.914001752837 3 1 1903 317051.645 1.78443723 317169.015 1.73750735 317723.005 1.516090292837 3 1 1904 318028.170 1.39419292 318098.592 1.36608871 318211.268 1.326725612837 3 1 1905 318214.790 1.32549717 318292.255 1.30366449 318345.071 1.293312292837 3 1 1906 318350.353 1.29228120 318408.451 1.28860103 318434.273 1.291830822837 3 1 1907 318456.691 1.29465750 318488.851 1.30541476 318501.175 1.312451132837 3 1 1908 318521.011 1.32379941 318545.130 1.34421243 318545.775 1.344955262837 3 1 1909 318569.250 1.37202103 318584.273 1.39522083 318593.370 1.409283332837 3 1 1910 318609.449 1.44072987 318616.667 1.45775978 318625.529 1.478685852837 3 1 1911 318641.609 1.52446745 318649.062 1.55006945 318657.689 1.579727872837 3 1 1912 318672.771 1.64199648 318681.456 1.68464397 318686.855 1.711173582837 3 1 1913 318697.419 1.77136370 318705.752 1.82538276 318707.982 1.839847552837 3 1 1914 318718.545 1.91793449 318729.109 2.00711092 318730.048 2.016181202837 3 1 1915 318739.672 2.10918519 318746.245 2.18202366 318750.235 2.226255882837 3 1 1916 318760.799 2.36083925 318762.442 2.38437010 318767.841 2.461722592837 3 1 1917 318774.883 2.57267659 318778.639 2.63792180 318782.160 2.699107902837 3 1 1918 318789.672 2.84360603 318794.836 2.95381655 318797.184 3.003944012837 3 1 1919 318804.696 3.18197264 318806.984 3.24218388 318812.207 3.379669382837 3 1 1920 318819.132 3.58207924 318819.719 3.59924177 318827.231 3.843022972837 3 1 1921 318833.569 4.07113104 318834.743 4.11339596 318841.081 4.364080482837 3 1 1922 318846.245 4.58851562 318848.827 4.70076049 318856.573 5.073248342837 3 1 1923 318858.921 5.19770872 318864.320 5.48395365 318871.597 5.907346232837 3 1 1924 318872.066 5.93463894 318879.812 6.42662824 318884.273 6.733885552837 3 1 1925 318887.559 6.96024642 318895.306 7.53455543 318896.949 7.664479042837 3 1 1926 318903.053 8.14722629 318913.381 9.01635272 318937.372 11.17366462837 3 1 1927 318949.296 12.2457749 318950.471 12.3448725 318960.564 13.19592162837 3 1 1928 318963.569 13.4255434 318968.956 13.8370715 318972.302 14.06218172837 3 1 1929 318977.230 14.3936269 318981.034 14.6077214 318985.505 14.85925682837 3 1 1930 318989.766 15.0454316 318993.780 15.2207197 318998.498 15.36198032837 3 1 1931 319002.055 15.4683947 319007.090 15.5465847 319010.329 15.59680892837 3 1 1932 319015.318 15.6160343 319015.682 15.6135173 319022.800 15.56414202837 3 1 1933 319024.273 15.5356786 319030.282 15.4194464 319032.865 15.33983592837 3 1 1934 319037.765 15.1887192 319044.320 14.9191232 319045.247 14.88098202837 3 1 1935 319055.224 14.3689637 319055.776 14.3356054 319065.200 13.76597652837 3 1 1936 319080.165 12.7517768 319096.949 11.5591742 319108.921 10.70858842837 3 1 1937 319110.564 10.5989843 319123.944 9.70654974 319124.179 9.692076312837 3 1 1938 319135.212 9.01269534 319137.794 8.86658734 319146.480 8.375175552837 3 1 1939 319151.409 8.11871729 319155.165 7.92333326 319165.024 7.451446052837 3 1 1940 319165.025 7.45139820 319174.884 7.02131699 319178.639 6.872382352837 3 1 1941 319184.743 6.63033364 319192.254 6.35990755 319194.602 6.275387402837 3 1 1942 319204.461 5.95328998 319204.754 5.94459850 319214.320 5.660901742837 3 1 1943 319221.831 5.45844844 319224.179 5.39517539 319237.090 5.082937162837 3 1 1944 319238.909 5.04376072 319249.062 4.82514565 319255.986 4.691362782837 3 1 1945 319261.033 4.59387098 319273.006 4.38566017 319278.756 4.295338442837 3 1 1946 319284.977 4.19764464 319300.940 3.97398275 319301.526 3.966739382837 3 1 1947 319316.902 3.77673095 319324.296 3.69566859 319332.864 3.601760932837 3 1 1948 319348.826 3.44571560 319358.451 3.36125956 319364.437 3.308747922837 3 1 1949 319381.221 3.17877152 319387.324 3.13152118 319410.211 2.977572332837 3 1 1950 319426.761 2.88002943 319433.099 2.84268575 319455.986 2.723637722837 3 1 1951 319472.301 2.64822480 319478.873 2.61785641 319509.390 2.493992692837 3 1 1952 319539.906 2.38618393 319540.611 2.38399172 319570.423 2.291324202837 3 1 1953 319600.939 2.20703721 319615.767 2.17111921 319643.193 2.104707632837 3 1 1954 319685.446 2.01597279 319720.541 1.95111067 319727.700 1.937884042837 3 1 1955 319791.080 1.83618035 319854.460 1.74943832 319877.702 1.721837582837 3 1 1956 319917.841 1.67418761 319980.674 1.60787325 320064.088 1.530159832837 3 1 1957 320084.027 1.51373649 320147.502 1.46146994 320272.622 1.371535882837 3 1 1958 320370.547 1.30890336 320388.680 1.29855183 320517.434 1.225068652837 3 1 1959 320664.320 1.15024423 320794.885 1.09033099 320822.087 1.077852302837 3 1 1960 320979.854 1.01334473 321128.554 .958068044 321259.120 .9153938462837 3 1 1961 321288.135 .907245800 321389.686 .878744004 321473.829 .8587712292837 3 1 1962 321555.070 .843326930 321636.311 .832031450 321717.552 .8258303572837 3 1 1963 321758.172 .825184958 321781.384 .826205632 321819.104 .8278764432837 3 1 1964 321880.035 .835642296 321940.966 .849699239 321981.586 .8633058402837 3 1 1965 322022.207 .880976614 322062.827 .903338288 322064.278 .9043295042837 3 1 1966 322101.997 .930113194 322139.716 .961609272 322177.435 .9996924282837 3 1 1967 322205.724 1.03324095 322234.013 1.07166672 322262.303 1.115623242837 3 1 1968 322290.592 1.16585550 322318.881 1.22329390 322347.170 1.289020422837 3 1 1969 322351.523 1.30059705 322375.460 1.36427179 322395.045 1.422661702837 3 1 1970 322415.355 1.48928618 322429.862 1.54175199 322435.665 1.562743322837 3 1 1971 322455.975 1.64376384 322476.286 1.73314091 322496.596 1.831746482837 3 1 1972 322508.202 1.89392792 322516.906 1.94056945 322537.216 2.060704382837 3 1 1973 322554.625 2.17359399 322569.495 2.27972563 322576.386 2.328916512837 3 1 1974 322598.148 2.50166057 322619.909 2.69358702 322635.866 2.849737112837 3 1 1975 322641.670 2.90654132 322663.430 3.14234796 322685.192 3.402737322837 3 1 1976 322702.238 3.62706872 322706.953 3.68912684 322728.714 4.002475682837 3 1 1977 322750.475 4.34289167 322768.609 4.64831994 322772.236 4.709411772837 3 1 1978 322796.898 5.15327775 322831.716 5.81913158 322879.227 6.749101912837 3 1 1979 322883.942 6.84138481 322910.055 7.32185617 322925.723 7.581469012837 3 1 1980 322932.904 7.70043744 322954.122 8.00187956 322962.281 8.094567212837 3 1 1981 322975.338 8.24285822 322996.556 8.41408809 322998.839 8.425759602837 3 1 1982 323010.701 8.48636584 323024.845 8.52413584 323031.917 8.530065382837 3 1 1983 323032.678 8.52920443 323048.057 8.51176372 323064.196 8.450938952837 3 1 1984 323066.516 8.43652223 323080.336 8.35061006 323104.545 8.135050492837 3 1 1985 323111.634 8.05330429 323128.754 7.85585656 323152.963 7.530424142837 3 1 1986 323193.311 6.92991328 323257.869 5.94507785 323269.547 5.777405682837 3 1 1987 323290.147 5.48166433 323325.636 5.01084272 323337.224 4.869431282837 3 1 1988 323349.295 4.72214379 323372.954 4.45391934 323396.613 4.205632322837 3 1 1989 323402.242 4.15108606 323420.272 3.97638991 323443.931 3.765061772837 3 1 1990 323444.701 3.75872713 323467.590 3.57044593 323493.172 3.377338272837 3 1 1991 323520.677 3.18804188 323529.619 3.13208636 323548.182 3.015944642837 3 1 1992 323575.686 2.85933794 323603.191 2.71664893 323614.538 2.662946282837 3 1 1993 323630.695 2.58649216 323658.200 2.46758538 323699.456 2.307870312837 3 1 1994 323733.837 2.18976644 323747.589 2.14728146 323768.218 2.083562842837 3 1 1995 323802.599 1.98786082 323836.979 1.90145603 323871.360 1.823312242837 3 1 1996 323891.988 1.78186257 323922.931 1.71969897 323974.501 1.630271852837 3 1 1997 324015.758 1.56766057 324057.015 1.51198762 324084.519 1.479814802837 3 1 1998 324118.900 1.43960989 324180.785 1.37900312 324242.671 1.328753982837 3 1 1999 324304.555 1.28764004 324371.598 1.25227354 324438.640 1.225498072837 3 1 2000 324505.683 1.20656304 324524.592 1.20330895 324572.725 1.195037232837 3 1 2001 324662.115 1.19014400 324729.158 1.19358920 324796.200 1.203030082837 3 1 2002 324863.242 1.21860356 324930.284 1.24003692 324997.326 1.267224672837 3 1 2003 325060.930 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8.072325942837 3 1 2016 330520.581 7.76722947 331180.690 7.09237089 331950.817 6.305097742837 3 1 2017 332390.889 5.88174373 332610.926 5.67008010 333161.016 5.174637872837 3 1 2018 333821.125 4.61741488 334041.162 4.44272787 334448.820 4.119108662837 3 1 2019 335198.911 3.55471712 335949.002 3.01484432 336099.020 2.910696282837 3 1 2020 336792.855 2.42903393 337449.183 1.98750607 337561.697 1.911819162837 3 1 2021 338011.752 1.61907022 338405.549 1.37075847 338743.091 1.167018972837 3 1 2022 338968.118 1.03754275 339193.145 .914322675 339268.154 .8753915362837 3 1 2023 339361.915 .826733030 339530.686 .744038673 339699.456 .6668507492837 3 1 2024 339840.099 .607398278 339933.860 .570603571 340027.621 .5362077382837 3 1 2025 340121.382 .504388528 340215.144 .475333036 340308.905 .4492387992837 3 1 2026 340402.666 .426311352 340472.987 .411322618 340543.308 .3983296152837 3 1 2027 340613.629 .387428784 340683.950 .378718936 340754.272 .3722928262837 3 1 2028 340824.592 .368188592 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