74-W -182 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 74182.0000 180.390000 2 0 0 27431 1451 1 0.0 0.0 0 0 0 67431 1451 2 1.00000000 150000000. 8 0 10 77431 1451 3 600.000000 0.0 1 0 510 737431 1451 4 74-W -182 LANL,ANL EVAL-OCT96 M.B.Chadwick,P.G.Young,E.Arthur 7431 1451 5 CH96A,CH96b,Ar80,Ch99DIST-DEC06 REV1- 20011108 7431 1451 6 ----ENDF/B-VII MATERIAL 7431 REVISION 1 7431 1451 7 -----INCIDENT NEUTRON DATA 7431 1451 8 ------ENDF-6 FORMAT 7431 1451 9 7431 1451 10 Oct 22,2004, Holly Trellue remade mf6mt5 using corrected gnash 7431 1451 11 code, to fix an earlier bug. Impact is reduced sec. particle prod.7431 1451 12 for new ENDF/B-VII release 7431 1451 13 ******************************************************************7431 1451 14 7431 1451 15 ENDF/B-VI MOD 2 Revision, December 2000, S.C.Frankle, R.C.Reedy, 7431 1451 16 P.G.Young (LANL) 7431 1451 17 7431 1451 18 The secondary gamma-ray spectrum for radiative capture 7431 1451 19 (MT=102) has been changed for incident neutron energies 7431 1451 20 below 0.5 eV. The previous evaluation (MOD 1) utilized a pure 7431 1451 21 continuum representation at all incident energies. We have 7431 1451 22 replaced this with 446 discrete gamma rays and a continuum 7431 1451 23 obtained from calculations with the GNASH statistical/preequili- 7431 1451 24 brium theory code up to an incident neutron energy of 0.5 eV. 7431 1451 25 Nuclear model parameters similar to those used in the original 7431 1451 26 GNASH calculations for the ENDF/B-V.2 evaluation were employed. 7431 1451 27 The original evaluation of photon production from radiative 7431 1451 28 capture is preserved above an incident energy of 0.5 eV. 7431 1451 29 The discrete photon data below 0.5 MeV is based on a new 7431 1451 30 evaluation of thermal neutron-induced experimental data. 7431 1451 31 These changes are included in files MF=12,14, and 15 for MT=102. 7431 1451 32 All photons are assumed isotropic in MF=14. 7431 1451 33 Minor corrections for energy balance were made to the original 7431 1451 34 MF=12, MT=102 data at higher energies. 7431 1451 35 Small corrections were made to the MF=5, MT=16,17 spectra to 7431 1451 36 eliminate spectral tails past the kinematic energy limits. 7431 1451 37 The Q-value for radiative capture was also updated in File 3. 7431 1451 38 7431 1451 39 Details of these changes are described in Frankel et al. [Fr01]. 7431 1451 40 7431 1451 41 **************************************************************** 7431 1451 42 7431 1451 43 ENDF/B-VI MOD 1 Evaluation, October 1996, M.B. Chadwick and 7431 1451 44 P.G. Young (LANL) 7431 1451 45 7431 1451 46 Los Alamos LA150 Library, produced with FKK/GNASH/GSCAN code 7431 1451 47 in cooperation with ECN Petten. 7431 1451 48 7431 1451 49 This evaluation provides a complete representation of the 7431 1451 50 nuclear data needed for transport, damage, heating, 7431 1451 51 radioactivity, and shielding applications over the incident 7431 1451 52 neutron energy range from 1.0E-11 to 150 MeV. The discussion 7431 1451 53 here is divided into the region below and above 20 MeV. 7431 1451 54 7431 1451 55 INCIDENT NEUTRON ENERGIES < 20 MeV 7431 1451 56 7431 1451 57 Below 20 MeV the evaluation is based completely on the ENDF/B- 7431 1451 58 VI.0 (Release 0) evaluation, which was carried over from ENDF/B- 7431 1451 59 V.2 [Ar80]. The following modifications were made to the 7431 1451 60 ENDF/B-VI.0 evaluation: 7431 1451 61 7431 1451 62 1. The derived MF=3 files for MT=203 and 207 were removed. 7431 1451 63 7431 1451 64 INCIDENT NEUTRON ENERGIES > 20 MeV 7431 1451 65 7431 1451 66 The evaluation above 20 MeV utilizes MF=6, MT=5 to represent 7431 1451 67 all reaction data. Production cross sections and emission 7431 1451 68 spectra are given for neutrons, protons, deuterons, tritons, 7431 1451 69 alpha particles, gamma rays, and all residual nuclides produced 7431 1451 70 (A>5) in the reaction chains. To summarize, the ENDF sections 7431 1451 71 with non-zero data above En = 20 MeV are: 7431 1451 72 7431 1451 73 MF=3 MT= 1 Total Cross Section 7431 1451 74 MT= 2 Elastic Scattering Cross Section 7431 1451 75 MT= 3 Nonelastic Cross Section 7431 1451 76 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 7431 1451 77 7431 1451 78 MF=4 MT= 2 Elastic Angular Distributions 7431 1451 79 7431 1451 80 MF=6 MT= 5 Production Cross Sections and Energy-Angle 7431 1451 81 Distributions for Emission Neutrons, Protons, 7431 1451 82 Deuterons, and Alphas; and Angle-Integrated 7431 1451 83 Spectra for Gamma Rays and Residual Nuclei That 7431 1451 84 Are Stable Against Particle Emission 7431 1451 85 7431 1451 86 The evaluation is based on nuclear model calculations that 7431 1451 87 have been benchmarked to experimental data, especially for n + 7431 1451 88 W, n + Ta, p + Ta, and p + W reactions [Ch96a]. We use the GNASH 7431 1451 89 code system [Yo92], which utilizes Hauser-Feshbach statistical, 7431 1451 90 preequilibrium and direct-reaction theories. Coupled-channels 7431 1451 91 and spherical optical model calculations are used to obtain 7431 1451 92 particle transmission coefficients for the Hauser-Feshbach 7431 1451 93 calculations, as well as for the elastic neutron angular 7431 1451 94 distributions. 7431 1451 95 Cross sections and spectra for producing individual residual 7431 1451 96 nuclei are included for reactions that exceed a cross section of 7431 1451 97 approximately 1 nb at any energy. The energy-angle-correlations 7431 1451 98 for all outgoing particles are based on Kalbach systematics 7431 1451 99 [Ka88]. 7431 1451 100 Because of the almost total absence of W data, the neutron 7431 1451 101 total cross section above 20 MeV is based on the measurements of 7431 1451 102 Finlay et al. [Fi93] of the n + Ta total cross section. A 7431 1451 103 coupled-channels neutron optical model potential based on 7431 1451 104 earlier work to 100 MeV [Yo90] is utilized to 80 MeV, and the 7431 1451 105 global spherical optical model potential of Madland [Ma88] is 7431 1451 106 used at higher energies. For protons, the Beccetti-Greenlees 7431 1451 107 potential [Be69] is utilized below 50 MeV, and the Madland 7431 1451 108 Semmering potential [Ma88] at higher energies. The Perey 7431 1451 109 potential [Pe63] is used for deuterons, and the Beccetti- 7431 1451 110 Greenlees potential [Be71] for tritons. The ECIS79 code [Ra72] 7431 1451 111 was used for the coupled-channels optical model calculations, 7431 1451 112 and the SCAT2 code [Be92] was utilized for the spherical optical 7431 1451 113 model calculations. Minor normalizations were made to the 7431 1451 114 reaction cross sections and transmission coefficients to produce 7431 1451 115 agreement with the (sparse) measurements for W and values 7431 1451 116 inferred from systematics of proton and neutron reaction cross 7431 1451 117 sections from measurements on other targets. 7431 1451 118 A model was developed to calculate the energy distributions of 7431 1451 119 all recoil nuclei in the GNASH calculations [Ch96b]. The recoil 7431 1451 120 energy distributions are represented in the laboratory system in 7431 1451 121 MT=5, MF=6, and are given as isotropic in the lab system. Note 7431 1451 122 that all other data in MT=5,MF=6 are given in the center-of-mass 7431 1451 123 system. This method of representation requires a modification of 7431 1451 124 the original ENDF-6 format. 7431 1451 125 Preequilibrium corrections were performed in the course of the 7431 1451 126 GNASH calculations using the exciton model of Kalbach [Ka77, 7431 1451 127 Ka85], validated by comparison with calculations using Feshbach, 7431 1451 128 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 7431 1451 129 nuclear data sheets were matched to continuum level densities 7431 1451 130 using the formulation of Ignatyuk [Ig75] and pairing and shell 7431 1451 131 parameters from the Cook [Co67] analysis. Neutron and charged- 7431 1451 132 particle transmission coefficients were obtained from the 7431 1451 133 optical potentials, as discussed above. Gamma-ray transmission 7431 1451 134 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 7431 1451 135 7431 1451 136 **************************************************************** 7431 1451 137 7431 1451 138 REFERENCES 7431 1451 139 7431 1451 140 [Ar80] E.D. Arthur, P.G. Young, A.B. Smith, and C. Philis, 7431 1451 141 ENDF/B-V.2 evaluation, carried over to ENDF/B-VI. 7431 1451 142 [Be69] F.D. Becchetti, Jr., and G.W. Greenlees, Phys.Rev. 182, 7431 1451 143 1190 (1969) 7431 1451 144 [Be71] F.D. Becchetti, Jr., and G.W. Greenlees in "Polarization 7431 1451 145 Phenomena in Nuclear Reactions," (Ed: H.H. Barschall and W. 7431 1451 146 Haeberli, The University of Wisconsin Press, 1971) p.682. 7431 1451 147 [Be92] O. Bersillon, "SCAT2 - A Spherical Optical Model Code," 7431 1451 148 in Proc. ICTP Workshop on Computation and Analysis of Nuclear 7431 1451 149 data Relevant to Nuclear Energy and Safety, February-March, 7431 1451 150 1999 Trieste, Italy, to be published in World Scientific Press,7431 1451 151 and Progress Report of the Nuclear Physics Division, Bruyeres- 7431 1451 152 le-Chatel 1977, CEA-N-2037 (1978) p.111 7431 1451 153 [Ch93] M.B. Chadwick and P.G. Young, Phys.Rev. C 47, 2255 (1993) 7431 1451 154 [Ch96a] M.B. Chadwick and P.G. Young, "GNASH Calculations of 7431 1451 155 n,p + 182,183,184,186W and Benchmarking of Results" in APT 7431 1451 156 PROGRESS REPORT: 1 August - 1 September 1996, internal Los 7431 1451 157 Alamos National Laboratory memo T-2-96/MS-40, 7 Sept. 1996 from7431 1451 158 R.E. MacFarlane to L. Waters. 7431 1451 159 [Ch96b] M.B. Chadwick, P.G. Young, R.E. MacFarlane, and A.J. 7431 1451 160 Koning, "High-Energy Nuclear Data Libraries for Accelerator- 7431 1451 161 Driven Technologies: Calculational Method for Heavy Recoils," 7431 1451 162 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 7431 1451 163 Technology and Applications, Kalmar, Sweden, 3-7 June 1996. 7431 1451 164 [Ch99] M.B. Chadwick, P.G. Young, G.M. Hale, et al., Los Alamos 7431 1451 165 National Laboratory report, LA-UR-99-1222 (1999) 7431 1451 166 [Co67] J.L. Cook, H. Ferguson, and A.R. DeL Musgrove, Aust.J. 7431 1451 167 Phys. 20, 477 (1967) 7431 1451 168 [Fi93] R.W. Finlay, W.P. Abfalterer, G. Fink et al., Phys.Rev. 7431 1451 169 C 47, 237 (1993) 7431 1451 170 [Fr01] S.C. Frankle, R.C. Reedy, and P.G. Young, Los ALamos 7431 1451 171 National Laboratory Report, LA-13812 (2001). 7431 1451 172 [Ig75] A.V. Ignatyuk, G.N. Smirenkin, and A.S. Tishin, Sov.J. 7431 1451 173 Nucl.Phys. 21, 255 (1975); translation of Yad.Fiz. 21, 485 7431 1451 174 (1975) 7431 1451 175 [Ka77] C. Kalbach, Z.Phys.A 283, 401 (1977) 7431 1451 176 [Ka85] C. Kalbach, Los Alamos National Laboratory report 7431 1451 177 LA-10248-MS (1985) 7431 1451 178 [Ka88] C. Kalbach, Phys.Rev. C 37, 2350 (1988); see also 7431 1451 179 C. Kalbach and F. M. Mann, Phys.Rev.C 23, 112 (1981) 7431 1451 180 [Ko90] J. Kopecky and M. Uhl, Phys.Rev. C 41, 1941 (1990) 7431 1451 181 [Ma88] D.G. Madland, "Recent Results in the Development of a 7431 1451 182 Global Medium-Energy Nucleon-Nucleus Optical-Model Potential," 7431 1451 183 Proc. OECD/NEANDC Specialist's Mtg. on Preequilibrium Nuclear 7431 1451 184 Reactions, Semmering, Austria, 10-12 Feb. 1988, NEANDC-245 'U' 7431 1451 185 (1988). 7431 1451 186 [Pe63] C.M. Perey and F.G. Perey, Phys.Rev. 132, 755 (1963) 7431 1451 187 [Ra72] J. Raynal, "Optical Model and Coupled-Channels 7431 1451 188 Calculations in Nuclear Physics," IAEA SMR-9/8 (1972) p. 281. 7431 1451 189 [Yo90] P.G. Young, E.D. Arthur, M. Bozoian et al., Los Alamos 7431 1451 190 National Laboratory report LA-11753-MS (1990) 7431 1451 191 [Yo92] P.G. Young, E.D. Arthur, and M.B. Chadwick, Los Alamos 7431 1451 192 report LA-12343-MS (1992) 7431 1451 193 7431 1451 194 **************************************************************** 7431 1451 195 7431 1451 196 ENDF/B-VI MOD 0 EVALUATION, December 1980, E.D. Arthur, 7431 1451 197 P.G. Young (LANL), A.B. Smith, and C. Philis (ANL) 7431 1451 198 7431 1451 199 ENDF/B-V Material 1128 converted to ENDF-6 format by NNDC. 7431 1451 200 7431 1451 201 SUMMARY OF CONTRIBUTIONS 7431 1451 202 7431 1451 203 1. MF=2,MT=151 and MF=3,MT=103,107 taken from ENDF/B-V. 7431 1451 204 2. Total cross section above 100 keV evaluated by Smith. 7431 1451 205 3. All other data obtained by Arthur, Young, and Philis from 7431 1451 206 model calculations optimized to experiment. 7431 1451 207 7431 1451 208 ---------------------------------------------------------------- 7431 1451 209 7431 1451 210 MF=1 MT=451 DESCRIPTIVE INFORMATION 7431 1451 211 7431 1451 212 Atomic mass and Q values A.H. Wapstra and K. Bos [19]. 7431 1451 213 7431 1451 214 MF=2 MT=151 RESONANCE PARAMETERS 7431 1451 215 7431 1451 216 RESOLVED RESONANCE EVALUATION 7431 1451 217 Potential scattering cross section = 8.0+-1.0 b at E=0 7431 1451 218 2200 m/s cross sections (barns) 7431 1451 219 Calc Meas - Ref [1] 7431 1451 220 Capture 20.5 20.7+-0.5 7431 1451 221 Scattering 11.6 7431 1451 222 7431 1451 223 Resolved resonance parameters 7431 1451 224 -100 eV from fit to CAPTURE 7431 1451 225 4.16 eV from Ref. [1] 7431 1451 226 5 - 250 eV from Evaluation, Refs. [1,2,3] 7431 1451 227 250 - 1250 eV from Evaluation, Refs. [2,3] 7431 1451 228 1250 - 4500 eV from Ref. [3] except below 7431 1451 229 1920 , 2198 eV from Ref. [2] 7431 1451 230 7431 1451 231 UNRESOLVED RESONANCE EVALUATION 7431 1451 232 Potential scattering cross section = 8.5+-1.0 b at E=0 7431 1451 233 Total cross section = 8.85 b at E=100 keV (calculated) 7431 1451 234 7431 1451 235 Unresolved resonance parameters from automated optimized fit to7431 1451 236 the evaluated measured capture cross section. 7431 1451 237 Av. L=0 level spacing (E=0) = 57.45 eV, energy dep. from [4]. 7431 1451 238 Av capture level width = 0.0901 eV, energy independent 7431 1451 239 L=0 Strength function = 1.8E-4 , energy independent 7431 1451 240 L=1 Strength function = 0.272E-4 , energy independent 7431 1451 241 L=2 Strength function = 0.0 7431 1451 242 7431 1451 243 Average Capture Cross Section uncertainty at energy E 7431 1451 244 7431 1451 245 E (keV) Unc. (%) 7431 1451 246 ------- -------- 7431 1451 247 100. 15 7431 1451 248 90. 10 7431 1451 249 10. 10 7431 1451 250 4.5 17 7431 1451 251 7431 1451 252 Resonance Integral(capt.) 596 b calc., 590+-10 b meas. Ref.[5] 7431 1451 253 7431 1451 254 MF=3 MT=1 TOTAL CROSS SECTION 7431 1451 255 7431 1451 256 The evaluated total cross section relies upon the experimental 7431 1451 257 results of Lister et al [6] from 0.1 to 0.65 MeV. (Below 0.1 7431 1451 258 MeV, the ENDF-B/V results in the unresolved resonance range were 7431 1451 259 used directly). From 0.65 to 2.3 MeV, the newly measured 7431 1451 260 results of Guenther et al. [7] were used since these data are 7431 1451 261 consistent with both higher and lower energy data [6,8,9]. 7431 1451 262 From 2.3 to 5.0 MeV, the Guenther results and those of Foster 7431 1451 263 and Glasgow [8] were averaged to produce the evaluated data. 7431 1451 264 Between 5 and 15 MeV, the evaluation relied on the Foster 7431 1451 265 results. No experimental data exist above 15 MeV so that 7431 1451 266 results from calculations using the coupled channels code 7431 1451 267 ECIS [10] were adopted. The Optical Paramaters used [11] gave 7431 1451 268 good agreement to data in the energy range from 0.1 to 15 MeV. 7431 1451 269 7431 1451 270 MF=3 MT=2 ELASTIC CROSS SECTION 7431 1451 271 7431 1451 272 The evaluated elastic cross section was obtained by subtracting7431 1451 273 the nonelastic cross section from the evaluated total cross 7431 1451 274 section. 7431 1451 275 The evaluated data are in good agreement with recent measure- 7431 1451 276 ments at energies below 4 MeV, see Ref. [7]. 7431 1451 277 7431 1451 278 MF=3 MT=4 TOTAL INELASTIC CROSS SECTION 7431 1451 279 7431 1451 280 Equal to the sum of the inelastic level excitation and 7431 1451 281 continuum cross sections. 7431 1451 282 7431 1451 283 MF=3 MT=16 (N,2N) CROSS SECTIONS 7431 1451 284 7431 1451 285 Multistep Hauser-Feshbach calculations with preequilibrium 7431 1451 286 corrections were made using the GNASH code [12] and Deformed 7431 1451 287 Optical Model transmission coefficients from the ECIS coupled- 7431 1451 288 channel code. The results agree well with the isotopic data of 7431 1451 289 Frehaut et al. [13] measured from threshold to 15 MeV. 7431 1451 290 7431 1451 291 MF=3 MT=17 (N,3N) CROSS SECTIONS 7431 1451 292 7431 1451 293 Obtained from preequilibrium Hauser-Feshbach calculations 7431 1451 294 made with the GNASH code. 7431 1451 295 7431 1451 296 MF=3 MT=28 (N,PN) AND (N,NP) CROSS SECTIONS 7431 1451 297 7431 1451 298 ENDF-B/V values modified to fit Qaim (1975) systematics 7431 1451 299 7431 1451 300 MF=3 MT=51,52 INELASTIC CROSS SECTIONS FOR EXCITATION OF 7431 1451 301 THE FIRST AND SECOND EXCITED STATES 7431 1451 302 7431 1451 303 Calculated values were used for these cross sections. The 7431 1451 304 ECIS coupled-channel code was used for direct-reaction contribu- 7431 1451 305 tions while compound nucleus contributions were obtained using 7431 1451 306 the COMNUC Hauser-Feshbach code [14] with width-fluctuation 7431 1451 307 corrections. Both calculations employed Neutron Deformed 7431 1451 308 Optical Model Parameters based on a modification [11] of the set 7431 1451 309 developed by Delaroche et al. [15]. These calculated data 7431 1451 310 agree well with the measured results of Guenther et al. [7]. 7431 1451 311 7431 1451 312 MF=3 MT=53,69 INELASTIC SCATTERING CROSS SECTIONS TO THE 7431 1451 313 THIRD THROUGH NINETEENTH EXCITED STATES IN W182 7431 1451 314 7431 1451 315 Cross sections for inelastic scattering from the third through 7431 1451 316 nineteenth excited states in W182 were calculated using 7431 1451 317 the COMNUC Hauser-Feshbach code so only compound-nucleus 7431 1451 318 contributions were included. Above 6, MeV such cross sections 7431 1451 319 were set to zero and were added to the continuum cross section. 7431 1451 320 7431 1451 321 MF=3 MT=91 INELASTIC SCATTERING TO THE CONTINUUM 7431 1451 322 7431 1451 323 At low energies this cross section represents contributions 7431 1451 324 from the (n,gamma n) process calculated using the COMNUC code. 7431 1451 325 At higher energies this cross section is dominated by 7431 1451 326 inelastic scattering to the continuum which was calculated 7431 1451 327 using the COMNUC code and, where preequilibrium effects are 7431 1451 328 important, with the GNASH code. 7431 1451 329 7431 1451 330 MF=3 MT=102 RADIATIVE CAPTURE CROSS SECTIONS 7431 1451 331 7431 1451 332 At energies below 0.1 MeV, the ENDF-B/V results were used 7431 1451 333 directly. From 0.1 to 6 MeV, COMNUC/GNASH calculations were 7431 1451 334 made. At energies greater than 1 MeV, a full treatment of the 7431 1451 335 gamma-ray cascade was included. Above 6 MeV, A simple model 7431 1451 336 based on the preequilibrium emission of gamma rays was used 7431 1451 337 to account for direct-semidirect effects. Results from this 7431 1451 338 model were normalized to the data of Budnar et al [16] at 14 MeV.7431 1451 339 The calculated capture cross sections between 0.5 and 3 MeV 7431 1451 340 agree well with the recent measurements of Grenier [17]. 7431 1451 341 7431 1451 342 MF=3 MT=103,107 N,P AND N,ALPHA CROSS SECTIONS 7431 1451 343 7431 1451 344 Taken directly from ENDF-B/V. 7431 1451 345 7431 1451 346 MF=4 MT=2 ELASTIC SCATTERING ANGULAR DISTRIBUTIONS 7431 1451 347 7431 1451 348 Angular distributions obtained from ECIS Coupled-Channel 7431 1451 349 calculations are expressed in terms of Legendre coefficients 7431 1451 350 in the center-of-mass system. 7431 1451 351 7431 1451 352 MF=4 MT=16,17 ANGULAR DISTRIBUTIONS OF NEUTRONS 7431 1451 353 FROM (N,2N) AND (N,3N) REACTIONS 7431 1451 354 7431 1451 355 Angular distributions were obtained using the Kalbach-Mann 7431 1451 356 systematics [18] that require knowledge of the pre-equilibrium 7431 1451 357 emission fraction and the average energy of the emitted neutron. 7431 1451 358 The results are expressed in terms of Legendre polynomial 7431 1451 359 coefficients in the laboratory system. 7431 1451 360 7431 1451 361 MF=4 MT=28 ANGULAR DISTRIBUTIONS OF NEUTRONS FROM 7431 1451 362 (N,NP) AND (N,PN) REACTIONS 7431 1451 363 7431 1451 364 These are assumed isotropic in the laboratory system. 7431 1451 365 7431 1451 366 MF=4 MT=91 ANGULAR DISTRIBUTIONS OF NEUTRONS FROM 7431 1451 367 CONTINUUM INELASTIC SCATTERING 7431 1451 368 7431 1451 369 Legendre coefficients obtained from the Kalbach-Mann 7431 1451 370 systematics are given in the laboratory system. 7431 1451 371 7431 1451 372 MF=5 MT=16,17 NEUTRON EMISSION SPECTRA FROM (N,2N) 7431 1451 373 AND (N,3N) REACTIONS 7431 1451 374 7431 1451 375 Histograms are given of emission spectra calculated using 7431 1451 376 the GNASH preequilibrium Statistical Model code. 7431 1451 377 7431 1451 378 MF=5 MT=28 NEUTRON SPECTRA FROM (N,NP) AND (N,PN) 7431 1451 379 REACTIONS 7431 1451 380 7431 1451 381 For these spectra ENDF-B/V results were used directly. 7431 1451 382 7431 1451 383 MF=5 MT=91 NEUTRON SPECTRA FROM THE CONTINUUM EMISSION 7431 1451 384 OF INELASTICALLY SCATTERED NEUTRONS 7431 1451 385 7431 1451 386 Histograms are given of emission spectra that include 7431 1451 387 preequilbrium effects as obtained from GNASH calculations. 7431 1451 388 7431 1451 389 MF=12 MT=102 MULTIPLICITIES FOR GAMMA-RAY PRODUCTION FROM 7431 1451 390 RADIATIVE CAPTURE 7431 1451 391 7431 1451 392 Below 0.1 MeV, the multiplicities were taken directly from 7431 1451 393 ENDF-B/V. At higher energies, multiplicities were obtained 7431 1451 394 directly from COMNUC and GNASH Statistical Model calculations. 7431 1451 395 7431 1451 396 MF=13 MT=4,16,17 GAMMA-RAY PRODUCTION CROSS SECTIONS FROM 7431 1451 397 INELASTIC, (N,2N), AND (N,3N) REACTIONS 7431 1451 398 7431 1451 399 The cross section for discrete photons occuring through 7431 1451 400 inelastic scattering are based on the level excitation cross 7431 1451 401 section in MF=3, MT=51-69. For gamma-ray cross sections from 7431 1451 402 continuum inelastic, (n,2n), and (n,3n) reactions, GNASH results 7431 1451 403 were used directly. 7431 1451 404 7431 1451 405 MF=14 MT=4,16,17,102 ANGULAR DISTRIBUTIONS OF GAMMA-RAYS 7431 1451 406 FROM INELASTIC SCATTERING, (N,2N), 7431 1451 407 (N,3N), AND RADIATIVE CAPTURE REACTIONS 7431 1451 408 7431 1451 409 All gamma-rays are assumed isotropic in the laboratory system. 7431 1451 410 7431 1451 411 MF=15 MT=16,17,91 ENERGY SPECTRA OF GAMMA-RAYS FROM 7431 1451 412 (N,2N), (N,3N) AND CONTINUUM INELASTIC 7431 1451 413 REACTIONS 7431 1451 414 7431 1451 415 The spectra at all energies are based directly on pre- 7431 1451 416 equilibrium Hauser-Feshbach calculations made using the GNASH 7431 1451 417 nuclear model code. 7431 1451 418 7431 1451 419 MF=15 MT=102 ENERGY SPECTRA OF GAMMA-RAYS FROM RADIATIVE 7431 1451 420 CAPTURE 7431 1451 421 7431 1451 422 Below 0.1 MeV, the spectra are taken from ENDF-B/V. From 7431 1451 423 0.1 to 10 MeV, the spectra are taken from GNASH statistical 7431 1451 424 model calculations. Above 10 MeV, a simple preequilibrium- 7431 1451 425 like model was used to calculate the spectra. 7431 1451 426 7431 1451 427 **************************************************************** 7431 1451 428 7431 1451 429 REFERENCES 7431 1451 430 7431 1451 431 [1.] M. Goldberg, S.F. Mughabghab, S.N. Purohit et al., 7431 1451 432 Brookhaven report BNL-325, 2nd Edition, Suppl. 2, Vol. IIC 7431 1451 433 (1966) 7431 1451 434 [2.] Z.M. Bartolome, R.W. Hockenbury, W.R. Moyer et al., 7431 1451 435 Nucl.Sci.Eng. 37, 137 (1969) 7431 1451 436 [3.] F.J. Rahn and H. Camarda, personal communication, Columbia 7431 1451 437 (1970) 7431 1451 438 [4.] J.L. Cook et al., report AAEC/TM-392 (1967) 7431 1451 439 [5.] M. Drake (1968), American Institute of Phys. Handbook (1972)7431 1451 440 [6.] D.Lister, A.B. Smith and C. Dunford, Phys.Rev. 162, 1077 7431 1451 441 (1967) 7431 1451 442 [7.] P. Guenther, A.B. Smith, to be published (1981) 7431 1451 443 [8.] D.G. Foster and D.W. Glasgow, Phys.Rev. C3, 576 (1971) 7431 1451 444 [9.] R.C. Martin, P.F. Yergin, R.H. Augustson et al., B.Am.Phys. 7431 1451 445 Soc. 12, 106[GD12] (1967) 7431 1451 446 [10.] J. Raynal, IAEA-SMR-9/8 (1972) 7431 1451 447 [11.] E.D. Arthur et al., Los Alamos report LA-8630 PR (1980) p.2 7431 1451 448 [12.] P.G. Young and E.D. Arthur, Los Alamos report LA-6947 (1977)7431 1451 449 [13.] J. Frehaut, A. Bertin, R. Bois and J. Jary, Symp. on 7431 1451 450 Neutron Cross Sections from 10 to 50 MeV, Brookhaven report 7431 1451 451 BNL-NCS-51245, Vol. 1 (1980) p.399 7431 1451 452 [14.] C. Dunford, Atomics International report AI-AEC-12931 (1970)7431 1451 453 [15.] J.P. Delaroche, G. Haouat, J. Lachkar et al., Nuclear Cross 7431 1451 454 Sections for Technology, Proc. Conf., Knoxville, TN, 1979, 7431 1451 455 NBS Special Publication 594 (1980) p.336 7431 1451 456 [16.] M. Budnar et al, IAEA report INDC(YUG)-6/2 (1979) 7431 1451 457 [17.] G. Grenier, J.P. Delaroche, S. Joly et al., Nuclear Cross 7431 1451 458 Sections for Technology, Proc. Conf., Knoxville, TN, 1979, 7431 1451 459 NBS Special Publication 594 (1980) p.323 7431 1451 460 [18.] C. Kalbach and F. Mann, Symp. on Neutron Cross Sections 7431 1451 461 from 10 to 50 MeV, Brookhaven report BNL-NCS-51245, Vol. 2 7431 1451 462 (1980) p.689 7431 1451 463 [19.] A.H. Wapstra and K. Bos, At.Data Nucl.Data Tables 19, 177 7431 1451 464 (1977) 7431 1451 465 7431 1451 466 ************************ C O N T E N T S *********************** 7431 1451 467 ***************** Program LINEAR (VERSION 2007-1) ***************7431 1451 468 For All Data Greater than 1.0000E-10 barns in Absolute Value 7431 1451 469 Data Linearized Using Energy Dependent Uncertainty 7431 1451 470 Energy Accuracy 7431 1451 471 (eV) (per-cent) 7431 1451 472 ----------- ----------- 7431 1451 473 0.0 .010000000 7431 1451 474 1.00000000 .010000000 7431 1451 475 10.0000000 .100000000 7431 1451 476 2.00000E+9 .100000000 7431 1451 477 ***************** Program RECENT (VERSION 2007-1) ***************7431 1451 478 for All Data Greater than 1.0000E-10 barns in Absolute Value 7431 1451 479 Data Linearized Using Energy Dependent Uncertainty 7431 1451 480 Energy Accuracy 7431 1451 481 (eV) (per-cent) 7431 1451 482 ----------- ----------- 7431 1451 483 0.0 .010000000 7431 1451 484 1.00000000 .010000000 7431 1451 485 10.0000000 .100000000 7431 1451 486 2.00000E+9 .100000000 7431 1451 487 ***************** Program SIGMA1 (VERSION 2007-1) ***************7431 1451 488 Data Doppler Broadened to 600.000000 Kelvin 7431 1451 489 for All Data Greater than 1.0000E-10 barns in Absolute Value 7431 1451 490 Data Linearized Using Energy Dependent Uncertainty 7431 1451 491 Energy Accuracy 7431 1451 492 (eV) (per-cent) 7431 1451 493 ----------- ----------- 7431 1451 494 0.0 .010000000 7431 1451 495 1.00000000 .010000000 7431 1451 496 10.0000000 .100000000 7431 1451 497 2.00000E+9 .100000000 7431 1451 498 ***************** Program FIXUP (Version 2007-1) ****************7431 1451 499 Corrected ZA/AWR in All Sections-----------------------------Yes 7431 1451 500 Corrected Thresholds-----------------------------------------No 7431 1451 501 Extended Cross Sections to 20 MeV----------------------------No 7431 1451 502 Allow Cross Section Deletion---------------------------------Yes 7431 1451 503 Allow Cross Section Reconstruction---------------------------Yes 7431 1451 504 Make All Cross Sections Non-Negative-------------------------Yes 7431 1451 505 Delete Energies Not in Ascending Order-----------------------Yes 7431 1451 506 Deleted Duplicate Points-------------------------------------Yes 7431 1451 507 Check for Ascending MAT/MF/MT Order--------------------------Yes 7431 1451 508 Check for Legal MF/MT Numbers--------------------------------Yes 7431 1451 509 Allow Creation of Missing Sections---------------------------No 7431 1451 510 Allow Insertion of Energy Points-----------------------------No 7431 1451 511 Create Uniform Energy Grid-----------------------------------No 7431 1451 512 Delete Section if Cross Section =0 at All Energies-----------Yes 7431 1451 513 **************** Program DICTIN (VERSION 2007-1) ****************7431 1451 514 1 451 587 27431 1451 515 2 151 99 07431 1451 516 3 1 8283 17431 1451 517 3 2 3729 17431 1451 518 3 4 30 07431 1451 519 3 5 8 17431 1451 520 3 16 11 27431 1451 521 3 17 8 27431 1451 522 3 28 10 07431 1451 523 3 51 21 07431 1451 524 3 52 22 07431 1451 525 3 53 17 07431 1451 526 3 54 15 07431 1451 527 3 55 16 07431 1451 528 3 56 15 07431 1451 529 3 57 15 07431 1451 530 3 58 14 07431 1451 531 3 59 13 07431 1451 532 3 60 13 07431 1451 533 3 61 13 07431 1451 534 3 62 13 07431 1451 535 3 63 12 07431 1451 536 3 64 12 07431 1451 537 3 65 12 07431 1451 538 3 66 12 07431 1451 539 3 67 11 07431 1451 540 3 68 10 07431 1451 541 3 69 11 07431 1451 542 3 91 24 07431 1451 543 3 102 4793 27431 1451 544 3 103 10 07431 1451 545 3 107 10 07431 1451 546 4 2 843 17431 1451 547 4 16 38 07431 1451 548 4 17 14 07431 1451 549 4 28 10 07431 1451 550 4 51 71 07431 1451 551 4 52 65 07431 1451 552 4 53 36 07431 1451 553 4 54 29 07431 1451 554 4 55 28 07431 1451 555 4 56 28 07431 1451 556 4 57 28 07431 1451 557 4 58 28 07431 1451 558 4 59 28 07431 1451 559 4 60 28 07431 1451 560 4 61 27 07431 1451 561 4 62 27 07431 1451 562 4 63 25 07431 1451 563 4 64 25 07431 1451 564 4 65 25 07431 1451 565 4 66 25 07431 1451 566 4 67 25 07431 1451 567 4 68 25 07431 1451 568 4 69 25 07431 1451 569 4 91 60 07431 1451 570 5 16 161 07431 1451 571 5 17 41 07431 1451 572 5 28 19 07431 1451 573 5 91 398 07431 1451 574 6 5 12757 17431 1451 575 12 102 1363 27431 1451 576 13 4 1222 07431 1451 577 13 16 13 07431 1451 578 13 17 8 07431 1451 579 14 4 1 07431 1451 580 14 16 1 07431 1451 581 14 17 1 07431 1451 582 14 102 1 27431 1451 583 15 4 432 07431 1451 584 15 16 155 07431 1451 585 15 17 38 07431 1451 586 15 102 414 27431 1451 587 7431 1 0 588 7431 0 0 589 74182.0000 180.390000 0 0 1 07431 2151 590 74182.0000 1.00000000 0 0 2 07431 2151 591 1.00000E-5 4500.00000 1 2 0 07431 2151 592 0.0 .797890000 1 2 1 07431 2151 593 180.390000 0.0 0 0 414 697431 2151 594 -100.000000 .500000000 2.42300000 2.36000000 .063000000 0.0 7431 2151 595 4.16000000 .500000000 .051470000 .001470000 .050000000 0.0 7431 2151 596 21.1000000 .500000000 .100000000 .038000000 .062000000 0.0 7431 2151 597 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1801 342.878440 23.6230297 342.898156 22.6702496 342.911299 22.06780467431 3 1 1802 342.917871 21.7724967 342.937587 20.9341968 342.957303 20.14196697431 3 1 1803 342.977018 19.3941767 342.981399 19.2374811 342.996734 18.70218767431 3 1 1804 343.016449 18.0548191 343.033974 17.5121127 343.051499 16.99883667431 3 1 1805 343.069024 16.5279151 343.086549 16.0837238 343.104074 15.66491797431 3 1 1806 343.121599 15.2701661 343.139124 14.9117603 343.156649 14.57481037431 3 1 1807 343.174174 14.2580600 343.191699 13.9602876 343.200461 13.82030667431 3 1 1808 343.209224 13.6867685 343.226749 13.4363592 343.244274 13.20150267431 3 1 1809 343.261799 12.9811449 343.279324 12.7742787 343.288086 12.67711707431 3 1 1810 343.296848 12.5854330 343.313279 12.4240730 343.329708 12.27223197431 3 1 1811 343.346138 12.1292051 343.362567 11.9943702 343.375711 11.89255977431 3 1 1812 343.378997 11.8690092 343.395427 11.7582685 343.411857 11.65400447431 3 1 1813 343.428286 11.5557214 343.444716 11.4629382 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9.59915073 344.933243 9.55056050 344.979246 9.529311427431 3 1 1827 345.051537 9.50380621 345.169831 9.46313697 345.288125 9.423364707431 3 1 1828 345.406418 9.38435349 345.524712 9.34599202 345.680245 9.296452647431 3 1 1829 345.702152 9.29097643 345.820445 9.26198458 345.991314 9.220790407431 3 1 1830 346.162182 9.18027973 346.333051 9.14034029 346.503919 9.100883257431 3 1 1831 346.626593 9.07291441 346.760222 9.04848914 347.016525 9.002377417431 3 1 1832 347.276319 8.95624179 347.543096 8.90937888 347.898798 8.847544487431 3 1 1833 348.059124 8.81994222 348.254500 8.79285304 348.610202 8.744010517431 3 1 1834 349.143756 8.67143980 349.677309 8.59950382 350.216895 8.527255937431 3 1 1835 350.768545 8.45381358 351.619578 8.34116865 352.428071 8.234740977431 3 1 1836 353.352063 8.11370160 354.276056 7.99322807 355.200048 7.873296497431 3 1 1837 355.816042 7.79371088 356.124040 7.75023546 357.048032 7.620403987431 3 1 1838 357.972024 7.49123795 358.588019 7.40556931 358.665018 7.393471147431 3 1 1839 359.329014 7.28960197 359.978511 7.18849642 360.325009 7.134854527431 3 1 1840 360.628008 7.08193262 361.277505 6.96914245 361.927002 6.857132307431 3 1 1841 361.951003 6.85302690 362.574625 6.72945751 363.218500 6.602947197431 3 1 1842 363.597250 6.52914426 363.647750 6.51765860 364.077000 6.420677327431 3 1 1843 364.506250 6.32444220 364.847125 6.24870433 364.935500 6.226334767431 3 1 1844 365.364750 6.11867621 365.680375 6.04036259 365.794000 6.008373867431 3 1 1845 366.210625 5.89236513 366.627250 5.77784408 366.905000 5.691112767431 3 1 1846 367.182750 5.60526224 367.422625 5.53197413 367.460500 5.518627087431 3 1 1847 367.738250 5.42186689 368.016000 5.32637471 368.218000 5.258108317431 3 1 1848 368.356875 5.20469577 368.584125 5.11869473 368.723000 5.066921197431 3 1 1849 368.811375 5.03014496 369.038625 4.93701940 369.228000 4.860772627431 3 1 1850 369.265875 4.84360306 369.493125 4.74243433 369.720375 4.643371627431 3 1 1851 369.733000 4.63799390 369.922375 4.54605020 370.099125 4.461992337431 3 1 1852 370.238000 4.39739285 370.275875 4.37755759 370.452625 4.287055297431 3 1 1853 370.591500 4.21776903 370.629375 4.19679432 370.806125 4.101533757431 3 1 1854 370.945000 4.02902552 370.982875 4.00692096 371.159625 3.907165007431 3 1 1855 371.298500 3.83160950 371.311125 3.82370921 371.500500 3.709795527431 3 1 1856 371.689875 3.60178533 371.778250 3.55402879 371.816125 3.530585687431 3 1 1857 371.942375 3.45588645 372.030750 3.40630254 372.068625 3.382888197431 3 1 1858 372.194875 3.30919357 372.283250 3.26095969 372.314813 3.241925327431 3 1 1859 372.428438 3.17801518 372.535750 3.12243534 372.542063 3.118811247431 3 1 1860 372.655688 3.05929945 372.769313 3.00627264 372.813500 2.988524937431 3 1 1861 372.882938 2.95705870 372.996563 2.91402996 373.110188 2.880741487431 3 1 1862 373.208032 2.86104940 373.290094 2.85182980 373.372157 2.850124917431 3 1 1863 373.419500 2.85402205 373.454219 2.85811474 373.536282 2.877355217431 3 1 1864 373.545750 2.88082936 373.618344 2.91128801 373.646750 2.927506037431 3 1 1865 373.700407 2.96147534 373.722500 2.97930607 373.773000 3.023050757431 3 1 1866 373.782469 3.03180903 373.823500 3.07820017 373.867688 3.131273197431 3 1 1867 373.874000 3.14021483 373.911875 3.19662073 373.933969 3.231121557431 3 1 1868 373.949750 3.25919963 373.987625 3.32972090 374.000250 3.354423887431 3 1 1869 374.025500 3.41014693 374.057063 3.48291958 374.066532 3.505712917431 3 1 1870 374.088625 3.56530110 374.112298 3.63149060 374.132813 3.691284267431 3 1 1871 374.147805 3.73986889 374.170688 3.81699847 374.189625 3.882772967431 3 1 1872 374.194360 3.89969604 374.208563 3.95524923 374.227500 4.031374857431 3 1 1873 374.246438 4.11001689 374.251173 4.13137944 374.274844 4.241992987431 3 1 1874 374.290625 4.31805080 374.298516 4.35729270 374.312719 4.433850917431 3 1 1875 374.329290 4.52597688 374.344282 4.61156019 374.350594 4.648681827431 3 1 1876 374.363220 4.72799124 374.380579 4.84048524 374.385313 4.872092857431 3 1 1877 374.396360 4.95067951 374.415297 5.08960520 374.426344 5.172921747431 3 1 1878 374.432657 5.22193467 374.445282 5.32746570 374.464219 5.491481277431 3 1 1879 374.481579 5.64731785 374.498149 5.81285298 374.513141 5.967454877431 3 1 1880 374.527344 6.11873276 374.528922 6.13672534 374.546282 6.341510687431 3 1 1881 374.562063 6.53440270 374.568376 6.61419820 374.576266 6.720388687431 3 1 1882 374.593625 6.96224914 374.607829 7.16856273 374.612563 7.241780647431 3 1 1883 374.631500 7.54748175 374.647282 7.81294448 374.663063 8.104482477431 3 1 1884 374.677267 8.37662985 374.678844 8.40794745 374.691470 8.672104107431 3 1 1885 374.706462 8.99733435 374.713563 9.15777268 374.723032 9.382653427431 3 1 1886 374.739602 9.79313485 374.741969 9.85453321 374.757750 10.28255027431 3 1 1887 374.770375 10.6421558 374.776688 10.8309110 374.795625 11.42597387431 3 1 1888 374.801938 11.6339724 374.811407 11.9620302 374.827188 12.53250317431 3 1 1889 374.833500 12.7709232 374.842969 13.1469831 374.858750 13.80135827431 3 1 1890 374.865063 14.0744298 374.872954 14.4332830 374.887157 15.10500317431 3 1 1891 374.896625 15.5711892 374.901360 15.8147231 374.915563 16.57472817431 3 1 1892 374.920298 16.8386064 374.929766 17.3861254 374.943969 18.24111117431 3 1 1893 374.958173 19.1649473 374.967641 19.8062743 374.972375 20.13901157431 3 1 1894 374.986579 21.1781696 374.991313 21.5389918 375.000782 22.28728387431 3 1 1895 375.014985 23.4580782 375.016247 23.5662486 375.034238 25.18238447431 3 1 1896 375.041497 25.8690489 375.052229 26.9265307 375.069430 28.70984207431 3 1 1897 375.070219 28.7951848 375.088210 30.8408115 375.097363 31.93606307431 3 1 1898 375.106200 33.0375449 375.125138 35.5226411 375.125296 35.54452107431 3 1 1899 375.144075 38.2486198 375.153229 39.6381975 375.163013 41.17248447431 3 1 1900 375.171850 42.6323049 375.181950 44.3518020 375.196469 46.95399487431 3 1 1901 375.200888 47.7734135 375.219825 51.4668515 375.221088 51.72614447431 3 1 1902 375.238763 55.4735068 375.245707 57.0216999 375.257700 59.78251657431 3 1 1903 375.270325 62.8357829 375.276638 64.4117761 375.294944 69.20805147431 3 1 1904 375.295575 69.3786562 375.314513 74.7471432 375.319563 76.24870957431 3 1 1905 375.333450 80.5020866 375.344182 83.9461926 375.352388 86.65786067431 3 1 1906 375.368800 92.3342074 375.371325 93.2334044 375.390263 100.2844357431 3 1 1907 375.394050 101.758775 375.409200 107.823409 375.419300 112.0646297431 3 1 1908 375.431925 117.512489 375.444550 123.243885 375.454650 127.9519377431 3 1 1909 375.469800 135.370860 375.477375 139.176701 375.495050 148.4920217431 3 1 1910 375.500100 151.220384 375.520300 162.651353 375.522825 164.1148177431 3 1 1911 375.545550 177.889600 375.568275 192.608076 375.570800 194.3146367431 3 1 1912 375.591000 208.310513 375.604888 218.333555 375.613725 224.8871917431 3 1 1913 375.636450 242.407633 375.638975 244.437840 375.664225 265.2472557431 3 1 1914 375.673063 272.840000 375.689475 287.267812 375.707150 303.3942967431 3 1 1915 375.714725 310.454057 375.741238 336.254169 375.752600 347.5323537431 3 1 1916 375.777850 373.806728 375.790475 387.186611 375.815725 415.0916247431 3 1 1917 375.828350 429.299882 375.866225 473.692438 375.876325 485.7393927431 3 1 1918 375.929350 551.520878 375.933138 556.274901 376.078325 745.2206597431 3 1 1919 376.123775 803.532304 376.146500 831.612361 376.191950 886.2746057431 3 1 1920 376.207100 903.485329 376.237400 936.700786 376.255075 954.7101547431 3 1 1921 376.287900 986.837514 376.295475 993.538365 376.333350 1025.495297431 3 1 1922 376.373750 1053.70636 376.378800 1056.74248 376.411120 1074.353377431 3 1 1923 376.423240 1079.73103 376.449500 1089.87208 376.465660 1094.223637431 3 1 1924 376.494546 1100.49472 376.499798 1100.94718 376.536360 1102.320467431 3 1 1925 376.540400 1102.24960 376.568680 1098.71563 376.580800 1095.976347431 3 1 1926 376.611100 1087.38337 376.623725 1082.39731 376.648975 1071.189347431 3 1 1927 376.659075 1065.69884 376.686850 1049.41614 376.696950 1042.497417431 3 1 1928 376.729775 1018.62836 376.738613 1011.27546 376.782800 972.6574507431 3 1 1929 376.787850 967.779835 376.828250 927.165008 376.843400 910.8943287431 3 1 1930 376.873700 877.390147 376.904000 841.908381 376.949450 787.6790387431 3 1 1931 377.080750 625.563100 377.126200 570.147224 377.136300 558.2591197431 3 1 1932 377.186800 499.826608 377.189325 496.958245 377.227200 455.7032497431 3 1 1933 377.239825 442.217770 377.267600 413.757163 377.277700 403.6100257431 3 1 1934 377.299163 382.922646 377.315575 367.414502 377.333250 351.4705257431 3 1 1935 377.353450 333.652519 377.367338 322.012791 377.391325 302.3890507431 3 1 1936 377.401425 294.572769 377.429200 273.717282 377.446875 261.2181107431 3 1 1937 377.467075 247.364146 377.477175 240.796857 377.492325 231.1643527431 3 1 1938 377.499900 226.557861 377.517575 216.020641 377.522625 213.1637977431 3 1 1939 377.545350 200.570404 377.549769 198.170651 377.568075 188.8023107431 3 1 1940 377.579123 183.266035 377.590800 177.745893 377.608475 169.5701357431 3 1 1941 377.613525 167.369814 377.636250 157.688510 377.637829 157.0303377431 3 1 1942 377.658975 148.750463 377.667182 145.608301 377.681700 140.3933087431 3 1 1943 377.696535 135.186064 377.704425 132.590422 377.725888 125.7081557431 3 1 1944 377.730938 124.191977 377.749875 118.642820 377.755241 117.1006277431 3 1 1945 377.768813 113.455845 377.784594 109.301703 377.787750 108.5256037431 3 1 1946 377.806688 103.963334 377.813948 102.248548 377.825625 99.67568517431 3 1 1947 377.843300 95.8594047 377.844563 95.6050701 377.863500 91.87017187431 3 1 1948 377.872969 90.0393752 377.882438 88.3343359 377.902638 84.78760927431 3 1 1949 377.910844 83.4454588 377.932307 80.0403854 377.939250 79.01424257431 3 1 1950 377.961975 75.7558857 377.967657 74.9967118 377.991644 71.88672787431 3 1 1951 377.996063 71.3525808 378.015000 69.1201237 378.021313 68.39079087431 3 1 1952 378.037094 66.7201084 378.059188 64.4326718 378.065816 63.76060057431 3 1 1953 378.081282 62.3470263 378.103375 60.3707724 378.110319 59.76480697431 3 1 1954 378.136516 57.6998365 378.154823 56.2992613 378.169657 55.26988377431 3 1 1955 378.199325 53.2709422 378.202797 53.0578070 378.235938 51.08141987431 3 1 1956 378.243829 50.6228356 378.269079 49.2829314 378.288332 48.28670177431 3 1 1957 378.302219 47.6370931 378.335360 46.1249003 378.349563 45.49104407431 3 1 1958 378.368500 44.7358126 378.411110 43.0784696 378.412688 43.01858577431 3 1 1959 378.453719 41.6196604 378.475813 40.8840711 378.496329 40.26482057431 3 1 1960 378.538938 39.0077448 378.581547 37.8837565 378.602063 37.35286647431 3 1 1961 378.624157 36.8376166 378.680969 35.5411649 378.696750 35.18871217431 3 1 1962 378.737782 34.3726362 378.791438 33.3275276 378.794594 33.27252367431 3 1 1963 378.860875 32.1423593 378.898750 31.5087903 378.917688 31.22577697431 3 1 1964 378.974500 30.3914240 379.012375 29.8450692 379.050250 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3397.20384 .422177085 3397.50568 .3693612797431 3 211897 3397.79075 .322372623 3397.95844 .296215100 3398.12613 .2712708737431 3 211898 3398.29381 .247642588 3398.44473 .227589852 3398.57888 .2108020827431 3 211899 3398.71303 .195056408 3398.84718 .180420598 3398.95618 .1693954837431 3 211900 3399.08194 .157697877 3399.20771 .147158566 3399.31671 .1390163367431 3 211901 3399.41732 .132361893 3399.51793 .126574885 3399.61854 .1216970087431 3 211902 3399.69400 .118661346 3399.76108 .116428326 3399.84492 .1142755517431 3 211903 3399.92038 .112966014 3400.03357 .112165913 3400.12160 .1125521127431 3 211904 3400.20545 .113777877 3400.27252 .115383863 3400.35637 .1182030327431 3 211905 3400.44021 .121957241 3400.50991 .125817415 3400.59113 .1311941667431 3 211906 3400.67079 .137420358 3400.73786 .143421028 3400.81751 .1514809337431 3 211907 3400.88459 .159082530 3400.96004 .168553738 3401.02712 .1778211457431 3 211908 3401.09419 .187911406 3401.16127 .198854666 3401.22834 .2106757637431 3 211909 3401.31219 .226735738 3401.39603 .244272765 3401.47149 .2613725467431 3 211910 3401.54695 .279767492 3401.63079 .301783819 3401.73140 .3304934247431 3 211911 3401.83202 .361824683 3401.90748 .387120916 3401.99132 .4171152337431 3 211912 3402.07517 .449184621 3402.15901 .483411202 3402.24286 .5198972907431 3 211913 3402.32670 .558732922 3402.41054 .600025919 3402.49438 .6438850357431 3 211914 3402.58661 .695233855 3402.68723 .755141977 3402.78784 .8193151757431 3 211915 3402.88845 .887992986 3402.99745 .967770250 3403.11483 1.060306757431 3 211916 3403.23221 1.16015550 3403.34959 1.26780213 3403.47536 1.392392127431 3 211917 3403.57597 1.49940182 3403.67658 1.61335258 3403.77720 1.734666367431 3 211918 3403.87781 1.86375702 3403.98261 2.00701127 3404.09580 2.172454487431 3 211919 3404.20899 2.34978464 3404.32218 2.53983742 3404.43537 2.743518507431 3 211920 3404.54855 2.96179056 3404.67432 3.22278060 3404.80009 3.504730597431 3 211921 3404.92586 3.80940056 3405.05162 4.13870157 3405.17738 4.494794437431 3 211922 3405.30315 4.88007257 3405.42892 5.29712270 3405.55468 5.748804797431 3 211923 3405.68045 6.23840694 3405.80621 6.76942707 3405.93198 7.345931797431 3 211924 3406.05774 7.97226943 3406.18351 8.65349750 3406.30928 9.395110557431 3 211925 3406.43504 10.2032427 3406.56080 11.0848922 3406.68657 12.04791637431 3 211926 3406.81234 13.1009644 3406.93811 14.2538036 3407.06387 15.51726787431 3 211927 3407.18963 16.9036840 3407.31540 18.4268597 3407.44117 20.10195967431 3 211928 3407.56693 21.9458333 3407.69270 23.9776563 3407.81846 26.21800597431 3 211929 3407.94423 28.6902904 3408.02807 30.4794955 3408.11192 32.39119927431 3 211930 3408.19576 34.4334877 3408.27961 36.6158633 3408.36345 38.94728717431 3 211931 3408.44729 41.4379517 3408.53113 44.0982424 3408.64851 48.12841827431 3 211932 3408.76170 52.3786806 3408.87489 57.0154762 3408.98808 62.06850657431 3 211933 3409.10127 67.5680003 3409.21446 73.5443181 3409.32765 80.02747837431 3 211934 3409.44084 87.0466036 3409.55403 94.6292869 3409.66722 102.8008817431 3 211935 3409.78040 111.582912 3409.91455 122.808640 3410.04870 134.9405907431 3 211936 3410.18285 147.989157 3410.31700 161.951027 3410.45115 176.8070787431 3 211937 3410.58530 192.520443 3410.78653 217.569863 3410.97099 241.8752387431 3 211938 3411.75744 351.539909 3411.94022 375.869015 3412.12132 398.4435077431 3 211939 3412.30242 418.962478 3412.50365 438.746403 3412.70487 454.7744427431 3 211940 3412.83902 463.129618 3413.01342 470.998836 3413.18781 475.3492217431 3 211941 3413.32196 476.264665 3413.48294 474.596785 3413.67411 468.8269607431 3 211942 3413.84515 460.393944 3414.01619 449.157238 3414.22412 432.2088087431 3 211943 3414.45050 410.414453 3414.67688 386.058017 3415.53209 286.5554917431 3 211944 3415.80877 256.250580 3415.99323 237.344863 3416.16091 221.1951327431 3 211945 3416.31183 207.553318 3416.46275 194.778077 3416.61367 182.8697517431 3 211946 3416.76459 171.813621 3416.91551 161.582992 3417.06643 152.1420797431 3 211947 3417.21735 143.448626 3417.37665 135.031972 3417.54434 126.9528437431 3 211948 3417.71203 119.608082 3417.87971 112.931664 3418.04740 106.8591117431 3 211949 3418.21509 101.330911 3418.38278 96.2915233 3418.55046 91.69036607431 3 211950 3418.71815 87.4808112 3418.96968 81.8119553 3419.22121 76.81107627431 3 211951 3419.47274 72.3764683 3419.72428 68.4233956 3419.97580 64.88214217431 3 211952 3420.22734 61.6939486 3420.47887 58.8108554 3420.81424 55.37242677431 3 211953 3421.14962 52.3271058 3421.48499 49.6129373 3421.82037 47.17980347431 3 211954 3422.15574 44.9873039 3422.49112 43.0020904 3422.99418 40.35432577431 3 211955 3423.49724 38.0380590 3424.00030 35.9958176 3424.50337 34.18246057431 3 211956 3425.00643 32.5621913 3425.57657 30.9230400 3426.28085 29.13989197431 3 211957 3426.98514 27.5775546 3427.68943 26.1972259 3428.39372 24.96846427431 3 211958 3429.09800 23.8672701 3430.10413 22.4783283 3431.11025 21.26801557431 3 211959 3432.11638 20.2030708 3433.12250 19.2574545 3434.12863 18.41084177431 3 211960 3435.30244 17.5273293 3436.56010 16.6840399 3437.81775 15.92901397431 3 211961 3439.49463 15.0339866 3441.17150 14.2418133 3442.93223 13.49809747431 3 211962 3444.69294 12.8268704 3447.04057 12.0197151 3449.38819 11.28842267431 3 211963 3451.90350 10.5675516 3455.92800 9.50379205 3465.23600 7.177400897431 3 211964 3468.19250 6.39982479 3470.72938 5.68814304 3472.66860 5.105313317431 3 211965 3474.21998 4.60829643 3475.38350 4.21438637 3476.63015 3.769799967431 3 211966 3477.87679 3.30004102 3478.87410 2.90548403 3480.06534 2.413339177431 3 211967 3482.56415 1.33901373 3483.14038 1.09836359 3483.53930 .9391441177431 3 211968 3483.80525 .838059199 3484.07120 .742363008 3484.24850 .6822521767431 3 211969 3484.42580 .625662458 3484.60310 .573163744 3484.73608 .5368627367431 3 211970 3484.89122 .498300009 3485.00203 .473542792 3485.11284 .4513600107431 3 211971 3485.22365 .431997655 3485.34001 .414996890 3485.41758 .4057248557431 3 211972 3485.49515 .398229742 3485.58934 .391688395 3485.67245 .3884190237431 3 211973 3485.74170 .387614024 3485.82204 .389013358 3485.88853 .3921856897431 3 211974 3485.97164 .398888691 3486.04921 .408072819 3486.12124 .4193066787431 3 211975 3486.18773 .432137614 3486.24591 .445416822 3486.32070 .4654693367431 3 211976 3486.39550 .489091641 3486.44814 .507986118 3486.50354 .5300104147431 3 211977 3486.56102 .555298798 3486.61504 .581444554 3486.69192 .6228656887431 3 211978 3486.76396 .666457593 3486.83044 .711069750 3486.90524 .7666442437431 3 211979 3486.95788 .809384449 3487.01328 .857798227 3487.07423 .9153560407431 3 211980 3487.14071 .983578631 3487.21274 1.06433818 3487.27092 1.135111667431 3 211981 3487.32909 1.21114421 3487.40389 1.31717354 3487.47869 1.433174007431 3 211982 3487.55626 1.56485221 3487.61167 1.66653470 3487.66708 1.774997857431 3 211983 3487.72248 1.89062644 3487.78343 2.02665700 3487.84992 2.186295407431 3 211984 3487.91641 2.35850763 3487.98289 2.54419901 3488.04938 2.744435227431 3 211985 3488.11587 2.96028095 3488.18236 3.19291568 3488.24884 3.443574417431 3 211986 3488.32087 3.73713894 3488.39844 4.08097251 3488.47601 4.456040227431 3 211987 3488.55357 4.86509794 3488.61452 5.21242288 3488.68100 5.619263927431 3 211988 3488.74749 6.05756260 3488.81398 6.52965426 3488.88047 7.038106087431 3 211989 3488.94695 7.58558169 3489.01344 8.17518518 3489.07993 8.809976167431 3 211990 3489.14642 9.49330103 3489.21290 10.2286065 3489.27939 11.01989697431 3 211991 3489.35142 11.9448325 3489.42623 12.9856810 3489.50102 14.11430647431 3 211992 3489.57582 15.3379583 3489.65062 16.6636914 3489.72542 18.09908597431 3 211993 3489.80021 19.6518791 3489.87501 21.3307978 3489.94981 23.14429547431 3 211994 3490.02461 25.1013399 3490.09940 27.2108896 3490.17421 29.48331727431 3 211995 3490.24901 31.9274355 3490.32381 34.5533686 3490.39860 37.37063487431 3 211996 3490.47340 40.3898983 3490.54820 43.6206296 3490.62300 47.07249397431 3 211997 3490.69779 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