74-W -186 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 74186.0000 184.360000 2 0 0 27443 1451 1 0.0 0.0 0 0 0 67443 1451 2 1.00000000 150000000. 8 0 10 77443 1451 3 600.000000 0.0 1 0 505 717443 1451 4 74-W -186 LANL,ANL EVAL-OCT96 M.B.Chadwick,P.G.Young,Arthur 7443 1451 5 CH96A,CH96b,Ar80,Ch99DIST-DEC06 REV1- 20011108 7443 1451 6 ----ENDF/B-VII MATERIAL 7443 REVISION 1 7443 1451 7 -----INCIDENT NEUTRON DATA 7443 1451 8 ------ENDF-6 FORMAT 7443 1451 9 7443 1451 10 Oct 22,2004, Holly Trellue remade mf6mt5 using corrected gnash 7443 1451 11 code, to fix an earlier bug. Impact is reduced sec. particle prod.7443 1451 12 for new ENDF/B-VII release 7443 1451 13 ******************************************************************7443 1451 14 7443 1451 15 ENDF/B-VI MOD 2 Revision, December 2000, S.C.Frankle, R.C.Reedy, 7443 1451 16 P.G.Young (LANL) 7443 1451 17 7443 1451 18 The secondary gamma-ray spectrum for radiative capture 7443 1451 19 (MT=102) has been changed for incident neutron energies 7443 1451 20 below 2.0 eV. The previous evaluation (MOD 1) utilized a pure 7443 1451 21 continuum representation at all incident energies. We have 7443 1451 22 replaced this with 533 discrete gamma rays and a continuum 7443 1451 23 obtained from calculations with the GNASH statistical/preequili- 7443 1451 24 brium theory code up to an incident neutron energy of 2.0 eV. 7443 1451 25 Nuclear model parameters similar to those used in the original 7443 1451 26 GNASH calculations for the ENDF/B-V.2 evaluation were employed. 7443 1451 27 The original evaluation of photon production from radiative 7443 1451 28 capture is preserved above an incident energy of 2.0 eV. 7443 1451 29 The discrete photon data below 2.0 MeV is based on a new 7443 1451 30 evaluation of thermal neutron-induced experimental data. 7443 1451 31 These changes are included in files MF=12,14, and 15 for MT=102. 7443 1451 32 All photons are assumed isotropic in MF=14. 7443 1451 33 Minor corrections for energy balance were made to the original 7443 1451 34 MF=12, MT=102 data at higher energies. 7443 1451 35 Small corrections were made to the MF=5, MT=16,17 spectra to 7443 1451 36 eliminate spectral tails past the kinematic energy limits. 7443 1451 37 The Q-value for radiative capture was also updated in File 3. 7443 1451 38 7443 1451 39 Details of these changes are described in Frankel et al. [Fr01]. 7443 1451 40 7443 1451 41 **************************************************************** 7443 1451 42 7443 1451 43 ENDF/B-VI MOD 1 Evaluation, October 1996, M.B. Chadwick and 7443 1451 44 P.G. Young (LANL) 7443 1451 45 7443 1451 46 Los Alamos LA150 Library, produced with FKK/GNASH/GSCAN code 7443 1451 47 in cooperation with ECN Petten. 7443 1451 48 7443 1451 49 This evaluation provides a complete representation of the 7443 1451 50 nuclear data needed for transport, damage, heating, 7443 1451 51 radioactivity, and shielding applications over the incident 7443 1451 52 neutron energy range from 1.0E-11 to 150 MeV. The discussion 7443 1451 53 here is divided into the region below and above 20 MeV. 7443 1451 54 7443 1451 55 INCIDENT NEUTRON ENERGIES < 20 MeV 7443 1451 56 7443 1451 57 Below 20 MeV the evaluation is based completely on the ENDF/B- 7443 1451 58 VI.0 (Release 0) evaluation, which was carried over from ENDF/B- 7443 1451 59 V.2 [Ar80]. The following modifications were made to the 7443 1451 60 ENDF/B-VI.0 evaluation: 7443 1451 61 7443 1451 62 1. The derived MF=3 files for MT=203 and 207 were removed. 7443 1451 63 7443 1451 64 INCIDENT NEUTRON ENERGIES > 20 MeV 7443 1451 65 7443 1451 66 The evaluation above 20 MeV utilizes MF=6, MT=5 to represent 7443 1451 67 all reaction data. Production cross sections and emission 7443 1451 68 spectra are given for neutrons, protons, deuterons, tritons, 7443 1451 69 alpha particles, gamma rays, and all residual nuclides produced 7443 1451 70 (A>5) in the reaction chains. To summarize, the ENDF sections 7443 1451 71 with non-zero data above En = 20 MeV are: 7443 1451 72 7443 1451 73 MF=3 MT= 1 Total Cross Section 7443 1451 74 MT= 2 Elastic Scattering Cross Section 7443 1451 75 MT= 3 Nonelastic Cross Section 7443 1451 76 MT= 5 Sum of Binary (n,n') and (n,x) Reactions 7443 1451 77 7443 1451 78 MF=4 MT= 2 Elastic Angular Distributions 7443 1451 79 7443 1451 80 MF=6 MT= 5 Production Cross Sections and Energy-Angle 7443 1451 81 Distributions for Emission Neutrons, Protons, 7443 1451 82 Deuterons, and Alphas; and Angle-Integrated 7443 1451 83 Spectra for Gamma Rays and Residual Nuclei That 7443 1451 84 Are Stable Against Particle Emission 7443 1451 85 7443 1451 86 The evaluation is based on nuclear model calculations that 7443 1451 87 have been benchmarked to experimental data, especially for n + 7443 1451 88 W, n + Ta, p + Ta, and p + W reactions [Ch96a]. We use the GNASH 7443 1451 89 code system [Yo92], which utilizes Hauser-Feshbach statistical, 7443 1451 90 preequilibrium and direct-reaction theories. Coupled-channels 7443 1451 91 and spherical optical model calculations are used to obtain 7443 1451 92 particle transmission coefficients for the Hauser-Feshbach 7443 1451 93 calculations, as well as for the elastic neutron angular 7443 1451 94 distributions. 7443 1451 95 Cross sections and spectra for producing individual residual 7443 1451 96 nuclei are included for reactions that exceed a cross section of 7443 1451 97 approximately 1 nb at any energy. The energy-angle-correlations 7443 1451 98 for all outgoing particles are based on Kalbach systematics 7443 1451 99 [Ka88]. 7443 1451 100 Because of the almost total absence of W data, the neutron 7443 1451 101 total cross section above 20 MeV is based on the measurements of 7443 1451 102 Finlay et al. [Fi93] of the n + Ta total cross section. A 7443 1451 103 coupled-channels neutron optical model potential based on 7443 1451 104 earlier work to 100 MeV [Yo90] is utilized to 80 MeV, and the 7443 1451 105 global spherical optical model potential of Madland [Ma88] is 7443 1451 106 used at higher energies. For protons, the Beccetti-Greenlees 7443 1451 107 potential [Be69] is utilized below 50 MeV, and the Madland 7443 1451 108 Semmering potential [Ma88] at higher energies. The Perey 7443 1451 109 potential [Pe63] is used for deuterons, and the Beccetti- 7443 1451 110 Greenlees potential [Be71] for tritons. The ECIS79 code [Ra72] 7443 1451 111 was used for the coupled-channels optical model calculations, 7443 1451 112 and the SCAT2 code [Be92] was utilized for the spherical optical 7443 1451 113 model calculations. Minor normalizations were made to the 7443 1451 114 reaction cross sections and transmission coefficients to produce 7443 1451 115 agreement with the (sparse) measurements for W and values 7443 1451 116 inferred from systematics of proton and neutron reaction cross 7443 1451 117 sections from measurements on other targets. 7443 1451 118 A model was developed to calculate the energy distributions of 7443 1451 119 all recoil nuclei in the GNASH calculations [Ch96b]. The recoil 7443 1451 120 energy distributions are represented in the laboratory system in 7443 1451 121 MT=5, MF=6, and are given as isotropic in the lab system. Note 7443 1451 122 that all other data in MT=5,MF=6 are given in the center-of-mass 7443 1451 123 system. This method of representation requires a modification of 7443 1451 124 the original ENDF-6 format. 7443 1451 125 Preequilibrium corrections were performed in the course of the 7443 1451 126 GNASH calculations using the exciton model of Kalbach [Ka77, 7443 1451 127 Ka85], validated by comparison with calculations using Feshbach, 7443 1451 128 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 7443 1451 129 nuclear data sheets were matched to continuum level densities 7443 1451 130 using the formulation of Ignatyuk [Ig75] and pairing and shell 7443 1451 131 parameters from the Cook [Co67] analysis. Neutron and charged- 7443 1451 132 particle transmission coefficients were obtained from the 7443 1451 133 optical potentials, as discussed above. Gamma-ray transmission 7443 1451 134 coefficients were calculated using the Kopecky-Uhl model [Ko90]. 7443 1451 135 7443 1451 136 **************************************************************** 7443 1451 137 7443 1451 138 REFERENCES 7443 1451 139 7443 1451 140 [Ar80] E.D. Arthur, P.G. Young, A.B. Smith, and C. Philis, 7443 1451 141 ENDF/B-V.2 evaluation, carried over to ENDF/B-VI. 7443 1451 142 [Be69] F.D. Becchetti, Jr., and G.W. Greenlees, Phys.Rev. 182, 7443 1451 143 1190 (1969) 7443 1451 144 [Be71] F.D. Becchetti, Jr., and G.W. Greenlees in "Polarization 7443 1451 145 Phenomena in Nuclear Reactions," (Ed: H.H. Barschall and W. 7443 1451 146 Haeberli, The University of Wisconsin Press, 1971) p.682. 7443 1451 147 [Be92] O. Bersillon, "SCAT2 - A Spherical Optical Model Code," 7443 1451 148 in Proc. ICTP Workshop on Computation and Analysis of Nuclear 7443 1451 149 data Relevant to Nuclear Energy and Safety, February-March, 7443 1451 150 1999 Trieste, Italy, to be published in World Scientific Press,7443 1451 151 and Progress Report of the Nuclear Physics Division, Bruyeres- 7443 1451 152 le-Chatel 1977, CEA-N-2037 (1978) p.111 7443 1451 153 [Ch93] M.B. Chadwick and P.G. Young, Phys.Rev. C 47, 2255 (1993) 7443 1451 154 [Ch96a] M.B. Chadwick and P.G. Young, "GNASH Calculations of 7443 1451 155 n,p + 182,183,184,186W and Benchmarking of Results" in APT 7443 1451 156 progress report: 1 August - 1 September 1996, internal Los 7443 1451 157 Alamos National Laboratory memo T-2-96/MS-40, 7 Sept. 1996 from7443 1451 158 R.E. MacFarlane to L. Waters. 7443 1451 159 [Ch96b] M.B. Chadwick, P.G. Young, R.E. MacFarlane, and A.J. 7443 1451 160 Koning, "High-Energy Nuclear Data Libraries for Accelerator- 7443 1451 161 Driven Technologies: Calculational Method for Heavy Recoils," 7443 1451 162 Proc. of 2nd Int. Conf. on Accelerator Driven Transmutation 7443 1451 163 Technology and Applications, Kalmar, Sweden, 3-7 June 1996. 7443 1451 164 [Ch99] M.B. Chadwick, P.G. Young, G.M. Hale, et al., Los Alamos 7443 1451 165 National Laboratory report, LA-UR-99-1222 (1999) 7443 1451 166 [Co67] J.L. Cook, H. Ferguson, and A.R. DeL Musgrove, Aust.J. 7443 1451 167 Phys. 20, 477 (1967) 7443 1451 168 [Fi93] R. W. Finlay, W. P. Abfalterer, G. Fink et al., Phys.Rev. 7443 1451 169 C 47, 237 (1993) 7443 1451 170 [Fr01] S.C. Frankle, R.C. Reedy, and P.G. Young, Los ALamos 7443 1451 171 National Laboratory Report, LA-13812 (2001). 7443 1451 172 [Ig75] A.V. Ignatyuk, G.N. Smirenkin, and A.S. Tishin, Sov.J. 7443 1451 173 Nucl.Phys. 21, 255 (1975); translation of Yad.Fiz. 21, 485 7443 1451 174 (1975) 7443 1451 175 [Ka77] C. Kalbach, Z.Phys.A 283, 401 (1977) 7443 1451 176 [Ka85] C. Kalbach, Los Alamos National Laboratory report 7443 1451 177 LA-10248-MS (1985) 7443 1451 178 [Ka88] C. Kalbach, Phys.Rev. C 37, 2350 (1988); see also 7443 1451 179 C. Kalbach and F. M. Mann, Phys.Rev. C 23, 112 (1981) 7443 1451 180 [Ko90] J. Kopecky and M. Uhl, Phys.Rev. C 41, 1941 (1990) 7443 1451 181 [Ma88] D.G. Madland, "Recent Results in the Development of a 7443 1451 182 Global Medium-Energy Nucleon-Nucleus Optical-Model Potential," 7443 1451 183 Proc. OECD/NEANDC Specialist's Mtg. on Preequilibrium Nuclear 7443 1451 184 Reactions, Semmering, Austria, 10-12 Feb. 1988, NEANDC-245 'U' 7443 1451 185 (1988). 7443 1451 186 [Pe63] C.M. Perey and F.G. Perey, Phys.Rev. 132, 755 (1963) 7443 1451 187 [Ra72] J. Raynal, "Optical Model and Coupled-Channels 7443 1451 188 Calculations in Nuclear Physics," IAEA SMR-9/8 (1972) p. 281. 7443 1451 189 [Yo90] P.G. Young, E.D. Arthur, M. Bozoian et al., Los Alamos 7443 1451 190 National Laboratory report LA-11753-MS (1990) 7443 1451 191 [Yo92] P.G. Young, E.D. Arthur, and M.B. Chadwick, Los Alamos 7443 1451 192 report LA-12343-MS (1992) 7443 1451 193 7443 1451 194 **************************************************************** 7443 1451 195 7443 1451 196 ENDF/B-VI MOD 0 EVALUATION, December 1980, E.D. Arthur, 7443 1451 197 P.G. Young (LANL), A.B. Smith, and C. Philis (ANL) 7443 1451 198 7443 1451 199 ENDF/B-V Material 1131 converted to ENDF-6 format by NNDC. 7443 1451 200 7443 1451 201 SUMMARY OF CONTRIBUTIONS 7443 1451 202 7443 1451 203 1. MF=2,MT=151 and MF=3,MT=103,107 taken from ENDF/B-V. 7443 1451 204 2. Total cross section above 100 keV evaluated by A. Smith. 7443 1451 205 3. All other data obtained by Arthur, Young, and Philis, from 7443 1451 206 model calculations optimized to experiment. 7443 1451 207 7443 1451 208 ---------------------------------------------------------------- 7443 1451 209 7443 1451 210 MF=1 MT=451 DESCRIPTIVE INFORMATION 7443 1451 211 7443 1451 212 Atomic mass and Q values A.H. Wapstra and K. Bos [19]. 7443 1451 213 7443 1451 214 MF=2 MT=151 RESONANCE PARAMETERS 7443 1451 215 7443 1451 216 RESOLVED RESONANCE EVALUATION 7443 1451 217 Potential scattering cross section = 8.0+-1.0 b at E=0 7443 1451 218 2200 m/s cross section (barns) 7443 1451 219 Calc Meas (Ref[1]) 7443 1451 220 Capture 37.5 38+-2 7443 1451 221 Scattering 0.39 7443 1451 222 7443 1451 223 RESOLVED RESONANCE PARAMETERS 7443 1451 224 18.81 eV from Evaluation of Refs. [1,3] plus 7443 1451 225 adjustment from fit to capture 7443 1451 226 cross section 7443 1451 227 100 - 250 eV from Evaluation of Refs. [1,2,3]. 7443 1451 228 250 - 3200 eV from Evaluation of Refs. [2,3]. 7443 1451 229 7443 1451 230 UNRESOLVED RESONANCE EVALUATION 7443 1451 231 Potential scattering cross section = 8.5+-1.0 b at E=0 7443 1451 232 Total cross section = 9.1 b at E=100 keV (calculated) 7443 1451 233 Unresolved resonance parameters from automated optimized fit to7443 1451 234 the evaluated measured capture cross section. 7443 1451 235 Av. L=0 level spacing (E=0) = 99.1 eV, energy dep. from [4] 7443 1451 236 Av. capture level width = 0.0530 eV, energy independent 7443 1451 237 L=0 strength function = 2.2E-4 , energy independent 7443 1451 238 L=1 strength function = 0.252E-4 , energy independent 7443 1451 239 L=2 strength function = 1.45E-4 , energy independent 7443 1451 240 Average capture cross section uncertainty at energy E 7443 1451 241 E (keV) Uncert. (%) 7443 1451 242 100. 11 7443 1451 243 90. 8 7443 1451 244 45. 8 7443 1451 245 22.5 14 7443 1451 246 10. 11 7443 1451 247 4.5 17 7443 1451 248 Resonance integral(capt.) 522 b calc., 490+-50 b measured [5] 7443 1451 249 7443 1451 250 MF=3 MT=1 TOTAL CROSS SECTION 7443 1451 251 7443 1451 252 The evaluated total cross section relies upon the experimen- 7443 1451 253 tal results of Lister et al. [6] from 0.1 to 0.65 MeV. (Below 7443 1451 254 0.1 MeV the ENDF-B/V results in the unresolved resonance range 7443 1451 255 were used directly). From 0.65 to 2.3 MeV, the newly measured 7443 1451 256 results of Guenther et al. [7] were used since these data are 7443 1451 257 consistent with both higher and lower energy data [6,8,9]. From 7443 1451 258 2.3 to 5.0 MeV, the Guenther results and those of Foster and 7443 1451 259 Glasgow [8] were averaged to produce the evaluated data. 7443 1451 260 Between 5 and 15 MeV, the evaluation relied on the Foster 7443 1451 261 results. No experimental data exist above 15 MeV, so that the 7443 1451 262 results from calculations using the coupled channels code ECIS 7443 1451 263 [10] were adopted. The Optical paramaters used [11] gave good 7443 1451 264 agreement to data in the energy range from 0.1 to 15 MeV. 7443 1451 265 7443 1451 266 MF=3 MT=2 ELASTIC CROSS SECTION 7443 1451 267 7443 1451 268 The evaluated elastic cross section was obtained by subtracting7443 1451 269 the nonelastic cross section from the evaluated total cross 7443 1451 270 section. The evaluated data are in good agreement with recent 7443 1451 271 measurements at energies below 4 MeV [7]. 7443 1451 272 7443 1451 273 MF=3 MT=4 TOTAL INELASTIC CROSS SECTION 7443 1451 274 7443 1451 275 Equal to the sum of the inelastic level excitation and 7443 1451 276 continuum cross sections. 7443 1451 277 7443 1451 278 MF=3 MT=16 (N,2N) CROSS SECTIONS 7443 1451 279 7443 1451 280 Multistep Hauser-Feshbach calculations with preequilibrium 7443 1451 281 corrections were made using the GNASH code [12] and Deformed 7443 1451 282 Optical Model transmission coefficients from the ECIS Coupled- 7443 1451 283 Channel code. The results agree well with the isotopic data of 7443 1451 284 Frehaut et al. [13] measured from threshold to 15 MeV. 7443 1451 285 7443 1451 286 MF=3 MT=17 (N,3N) CROSS SECTIONS 7443 1451 287 7443 1451 288 Obtained from preequilibrium Hauser-Feshbach calculations 7443 1451 289 made with the GNASH code. 7443 1451 290 7443 1451 291 MF=3 MT=28 (N,PN) AND (N,NP) CROSS SECTIONS 7443 1451 292 7443 1451 293 These values were taken directly from ENDF-B/V. 7443 1451 294 7443 1451 295 MF=3 MT=51,52 INELASTIC CROSS SECTIONS FOR EXCITATION OF 7443 1451 296 THE FIRST AND SECOND EXCITED STATES 7443 1451 297 7443 1451 298 Calculated values were used for these cross sections. The 7443 1451 299 ECIS Coupled-Channel code was used for direct-reaction contrib- 7443 1451 300 utions while compound nucleus contributions were obtained using 7443 1451 301 the COMNUC Hauser-Feshbach code [14] with width-fluctuation 7443 1451 302 corrections. Both calculations employed deformed neutron 7443 1451 303 Optical Model parameters based on a modification [11] of the set 7443 1451 304 developed by Delaroche et al. [15]. These calculated data 7443 1451 305 agree well with the measured results of Guenther [7]. 7443 1451 306 7443 1451 307 MF=3 MT=53,68 INELASTIC SCATTERING CROSS SECTIONS TO THE 7443 1451 308 THIRD THROUGH EIGHTEENTH EXCITED STATES IN W186 7443 1451 309 7443 1451 310 Cross sections for inelastic scattering from the third 7443 1451 311 through eighteenth excited states in W186 were calculated using 7443 1451 312 the COMNUC Hauser-Feshbach code so only compound-nucleus 7443 1451 313 contributions were included. Above 6 MeV such cross sections 7443 1451 314 were set to zero and were added to the continuum cross section. 7443 1451 315 7443 1451 316 MF=3 MT=91 INELASTIC SCATTERING TO THE CONTINUUM 7443 1451 317 7443 1451 318 At low energies this cross section represents contributions 7443 1451 319 from the (n,gamma n) process calculated using the COMNUC code. 7443 1451 320 At higher energies this cross section is dominated by inelastic 7443 1451 321 scattering to the continuum which was calculated using the 7443 1451 322 COMNUC code and, where preequilibrium effects are important, 7443 1451 323 with the GNASH code. 7443 1451 324 7443 1451 325 MF=3 MT=102 RADIATIVE CAPTURE CROSS SECTIONS 7443 1451 326 7443 1451 327 At energies below 0.1 MeV, the ENDF-B/V results were used 7443 1451 328 directly. From 0.1 to 6 MeV, COMNUC/GNASH calculations were 7443 1451 329 made. At energies greater than 1 MeV, a full treatment of the 7443 1451 330 gamma-ray cascade was included. Above 6 MeV, a simple model 7443 1451 331 based on the preequilibrium emission of gamma rays was used to 7443 1451 332 account for direct-semidirect effects. Results from this model 7443 1451 333 were normalized to data [16] at 14 MeV. The calculated capture 7443 1451 334 cross sections between 0.5 and 3 MeV agree well with the recent 7443 1451 335 measurements of Grenier [17]. 7443 1451 336 7443 1451 337 MF=3 MT=103,107 N,P AND N,ALPHA CROSS SECTIONS 7443 1451 338 7443 1451 339 ENDF-B/V normalized to fit Qaim (1975) values 7443 1451 340 7443 1451 341 MF=4 MT=2 ELASTIC SCATTERING ANGULAR DISTRIBUTIONS 7443 1451 342 7443 1451 343 Angular distributions obtained from ECIS Coupled-Channel 7443 1451 344 calculations are expressed in terms of Legendre coefficients 7443 1451 345 in the center-of-mass system. 7443 1451 346 7443 1451 347 MF=4 MT=16,17 ANGULAR DISTRIBUTIONS OF NEUTRONS 7443 1451 348 FROM (N,2N) AND (N,3N) REACTIONS 7443 1451 349 7443 1451 350 Angular distributions were obtained using the Kalbach-Mann 7443 1451 351 systematics [18] that require knowledge of the preequilibrium 7443 1451 352 emission fraction and the average energy of the emitted neutron. 7443 1451 353 The results are expressed in terms of Legendre polynomial 7443 1451 354 coefficients in the laboratory system. 7443 1451 355 7443 1451 356 MF=4 MT=28 ANGULAR DISTRIBUTIONS OF NEUTRONS FROM 7443 1451 357 (N,NP) AND (N,PN) REACTIONS 7443 1451 358 7443 1451 359 These are assumed isotropic in the laboratory system. 7443 1451 360 7443 1451 361 MF=4 MT=91 ANGULAR DISTRIBUTIONS OF NEUTRONS FROM 7443 1451 362 CONTINUUM INELASTIC SCATTERING 7443 1451 363 7443 1451 364 Legendre coefficients obtained from the Kalbach-Mann 7443 1451 365 systematics are given in the laboratory system. 7443 1451 366 7443 1451 367 MF=5 MT=16,17 NEUTRON EMISSION SPECTRA FROM (N,2N) 7443 1451 368 AND (N,3N) REACTIONS 7443 1451 369 7443 1451 370 Histograms are given of emission spectra calculated using 7443 1451 371 the GNASH preequilibrium statistical model code. 7443 1451 372 7443 1451 373 MF=5 MT=28 NEUTRON SPECTRA FROM (N,NP) AND (N,PN) 7443 1451 374 REACTIONS 7443 1451 375 7443 1451 376 For these spectra ENDF-B/V results were used directly. 7443 1451 377 7443 1451 378 MF=5 MT=91 NEUTRON SPECTRA FROM THE CONTINUUM EMISSION 7443 1451 379 OF INELASTICALLY SCATTERED NEUTRONS 7443 1451 380 7443 1451 381 Histograms are given of emission spectra that include 7443 1451 382 preequilbrium effects as obtained from GNASH calculations. 7443 1451 383 7443 1451 384 MF=12 MT=102 MULTIPLICITIES FOR GAMMA-RAY PRODUCTION FROM 7443 1451 385 RADIATIVE CAPTURE 7443 1451 386 7443 1451 387 Below 0.1 MeV, the multiplicities were taken directly from 7443 1451 388 ENDF-B/V. At higher energies multiplicities were obtained 7443 1451 389 directly from COMNUC and GNASH Statistical Model calculations. 7443 1451 390 7443 1451 391 MF=13 MT=4,16,17 GAMMA-RAY PRODUCTION CROSS SECTIONS FROM 7443 1451 392 INELASTIC, (N,2N), AND (N,3N) REACTIONS 7443 1451 393 7443 1451 394 The cross section for discrete photons occuring through 7443 1451 395 inelastic scattering are based on the level excitation cross 7443 1451 396 section in MF=3, MT=51-68. For gamma-ray cross sections from 7443 1451 397 continuum inelastic, (n,2n), and (n,3n) reactions, GNASH results 7443 1451 398 were used directly. 7443 1451 399 7443 1451 400 MF=14 MT=4,16,17,102 ANGULAR DISTRIBUTIONS OF GAMMA-RAYS 7443 1451 401 FROM INELASTIC SCATTERING, (N,2N), 7443 1451 402 (N,3N), AND RADIATIVE CAPTURE REACTIONS 7443 1451 403 7443 1451 404 All gamma-rays are assumed isotropic in the laboratory system. 7443 1451 405 7443 1451 406 MF=15 MT=16,17,91 ENERGY SPECTRA OF GAMMA-RAYS FROM 7443 1451 407 (N,2N), (N,3N) AND CONTINUUM INELASTIC 7443 1451 408 REACTIONS 7443 1451 409 7443 1451 410 The spectra at all energies are based directly on pre- 7443 1451 411 equilibrium Hauser-Feshbach calculations made using the GNASH 7443 1451 412 nuclear model code. 7443 1451 413 7443 1451 414 MF=15 MT=102 ENERGY SPECTRA OF GAMMA-RAYS FROM RADIATIVE 7443 1451 415 CAPTURE 7443 1451 416 7443 1451 417 Below 0.1 MeV, the spectra are taken from ENDF-B/V. From 7443 1451 418 0.1 to 10 MeV, the spectra are taken from GNASH statistical 7443 1451 419 model calculations. Above 10 MeV, a simple preequilibrium 7443 1451 420 -like model was used to calculate the spectra. 7443 1451 421 7443 1451 422 **************************************************************** 7443 1451 423 7443 1451 424 REFERENCES 7443 1451 425 7443 1451 426 [1.] M. Goldberg, S.F. Mughabghab, S.N. Purohit et al., 7443 1451 427 Brookhaven report BNL-325, 2nd Edition, Suppl. 2, Vol. IIC 7443 1451 428 (1966) 7443 1451 429 [2.] Z.M. Bartolome, R.W. Hockenbury, W.R. Moyer et al., 7443 1451 430 Nucl.Sci.Eng. 37, 137 (1969) 7443 1451 431 [3.] F.J. Rahn and H. Camarda, personal communication, Columbia 7443 1451 432 (1970) 7443 1451 433 [4.] J.L. Cook et al., report AAEC/TM-392 (1967) 7443 1451 434 [5.] M. Drake (1968), American Institute of Phys. Handbook (1972)7443 1451 435 [6.] D.Lister, A.B. Smith and C. Dunford, Phys.Rev. 162, 1077 7443 1451 436 (1967) 7443 1451 437 [7.] P. Guenther, A.B. Smith, to be published (1981) 7443 1451 438 [8.] D.G. Foster and D.W. Glasgow, Phys.Rev. C3, 576 (1971) 7443 1451 439 [9.] R.C. Martin, P.F. Yergin, R.H. Augustson et al., B.Am.Phys. 7443 1451 440 Soc. 12, 106[GD12] (1967) 7443 1451 441 [10.] J. Raynal, IAEA-SMR-9/8 (1972) 7443 1451 442 [11.] E.D. Arthur et al., Los Alamos report LA-8630 PR (1980) p.2 7443 1451 443 [12.] P.G. Young and E.D. Arthur, Los Alamos report LA-6947 (1977)7443 1451 444 [13.] J. Frehaut, A. Bertin, R. Bois and J. Jary, Symp. on 7443 1451 445 Neutron Cross Sections from 10 to 50 MeV, Brookhaven report 7443 1451 446 BNL-NCS-51245, Vol. 1 (1980) p.399 7443 1451 447 [14.] C. Dunford, Atomics International report AI-AEC-12931 (1970)7443 1451 448 [15.] J.P. Delaroche, G. Haouat, J. Lachkar et al., Nuclear Cross 7443 1451 449 Sections for Technology, Proc. Conf., Knoxville, TN, 1979, 7443 1451 450 NBS Special Publication 594 (1980) p.336 7443 1451 451 [16.] M. Budnar et al, IAEA report INDC(YUG)-6/2 (1979) 7443 1451 452 [17.] G. Grenier, J.P. Delaroche, S. Joly et al., Nuclear Cross 7443 1451 453 Sections for Technology, Proc. Conf., Knoxville, TN, 1979, 7443 1451 454 NBS Special Publication 594 (1980) p.323 7443 1451 455 [18.] C. Kalbach and F. Mann, Symp. on Neutron Cross Sections 7443 1451 456 from 10 to 50 MeV, Brookhaven report BNL-NCS-51245, Vol. 2 7443 1451 457 (1980) p.689 7443 1451 458 [19.] A.H. Wapstra and K. Bos, At.Data Nucl.Data Tables 19, 177 7443 1451 459 (1977) 7443 1451 460 7443 1451 461 ************************ C O N T E N T S *********************** 7443 1451 462 ***************** Program LINEAR (VERSION 2007-1) ***************7443 1451 463 For All Data Greater than 1.0000E-10 barns in Absolute Value 7443 1451 464 Data Linearized Using Energy Dependent Uncertainty 7443 1451 465 Energy Accuracy 7443 1451 466 (eV) (per-cent) 7443 1451 467 ----------- ----------- 7443 1451 468 0.0 .010000000 7443 1451 469 1.00000000 .010000000 7443 1451 470 10.0000000 .100000000 7443 1451 471 2.00000E+9 .100000000 7443 1451 472 ***************** Program RECENT (VERSION 2007-1) ***************7443 1451 473 for All Data Greater than 1.0000E-10 barns in Absolute Value 7443 1451 474 Data Linearized Using Energy Dependent Uncertainty 7443 1451 475 Energy Accuracy 7443 1451 476 (eV) (per-cent) 7443 1451 477 ----------- ----------- 7443 1451 478 0.0 .010000000 7443 1451 479 1.00000000 .010000000 7443 1451 480 10.0000000 .100000000 7443 1451 481 2.00000E+9 .100000000 7443 1451 482 ***************** Program SIGMA1 (VERSION 2007-1) ***************7443 1451 483 Data Doppler Broadened to 600.000000 Kelvin 7443 1451 484 for All Data Greater than 1.0000E-10 barns in Absolute Value 7443 1451 485 Data Linearized Using Energy Dependent Uncertainty 7443 1451 486 Energy Accuracy 7443 1451 487 (eV) (per-cent) 7443 1451 488 ----------- ----------- 7443 1451 489 0.0 .010000000 7443 1451 490 1.00000000 .010000000 7443 1451 491 10.0000000 .100000000 7443 1451 492 2.00000E+9 .100000000 7443 1451 493 ***************** Program FIXUP (Version 2007-1) ****************7443 1451 494 Corrected ZA/AWR in All Sections-----------------------------Yes 7443 1451 495 Corrected Thresholds-----------------------------------------No 7443 1451 496 Extended Cross Sections to 20 MeV----------------------------No 7443 1451 497 Allow Cross Section Deletion---------------------------------Yes 7443 1451 498 Allow Cross Section Reconstruction---------------------------Yes 7443 1451 499 Make All Cross Sections Non-Negative-------------------------Yes 7443 1451 500 Delete Energies Not in Ascending Order-----------------------Yes 7443 1451 501 Deleted Duplicate Points-------------------------------------Yes 7443 1451 502 Check for Ascending MAT/MF/MT Order--------------------------Yes 7443 1451 503 Check for Legal MF/MT Numbers--------------------------------Yes 7443 1451 504 Allow Creation of Missing Sections---------------------------No 7443 1451 505 Allow Insertion of Energy Points-----------------------------No 7443 1451 506 Create Uniform Energy Grid-----------------------------------No 7443 1451 507 Delete Section if Cross Section =0 at All Energies-----------Yes 7443 1451 508 **************** Program DICTIN (VERSION 2007-1) ****************7443 1451 509 1 451 580 27443 1451 510 2 151 90 07443 1451 511 3 1 5204 17443 1451 512 3 2 2336 17443 1451 513 3 4 30 07443 1451 514 3 5 8 17443 1451 515 3 16 12 07443 1451 516 3 17 9 07443 1451 517 3 28 9 07443 1451 518 3 51 19 07443 1451 519 3 52 19 07443 1451 520 3 53 16 07443 1451 521 3 54 15 07443 1451 522 3 55 15 07443 1451 523 3 56 15 07443 1451 524 3 57 14 07443 1451 525 3 58 14 07443 1451 526 3 59 14 07443 1451 527 3 60 13 07443 1451 528 3 61 13 07443 1451 529 3 62 13 07443 1451 530 3 63 13 07443 1451 531 3 64 12 07443 1451 532 3 65 12 07443 1451 533 3 66 12 07443 1451 534 3 67 11 07443 1451 535 3 68 11 07443 1451 536 3 91 24 07443 1451 537 3 102 3041 27443 1451 538 3 103 10 07443 1451 539 3 107 10 07443 1451 540 4 2 843 17443 1451 541 4 16 42 07443 1451 542 4 17 18 07443 1451 543 4 28 10 07443 1451 544 4 51 71 07443 1451 545 4 52 63 07443 1451 546 4 53 33 07443 1451 547 4 54 31 07443 1451 548 4 55 31 07443 1451 549 4 56 31 07443 1451 550 4 57 30 07443 1451 551 4 58 28 07443 1451 552 4 59 28 07443 1451 553 4 60 28 07443 1451 554 4 61 28 07443 1451 555 4 62 28 07443 1451 556 4 63 28 07443 1451 557 4 64 28 07443 1451 558 4 65 28 07443 1451 559 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.260000000 .170000000 .090000000 0.0 7443 2151 605 1470.00000 .500000000 .073500000 .008500000 .065000000 0.0 7443 2151 606 1498.00000 .500000000 1.29800000 1.23000000 .068000000 0.0 7443 2151 607 1593.00000 .500000000 .070400000 .005400000 .065000000 0.0 7443 2151 608 1682.00000 .500000000 .070600000 .005600000 .065000000 0.0 7443 2151 609 1793.00000 .500000000 .128000000 .063000000 .065000000 0.0 7443 2151 610 1817.00000 .500000000 .080000000 .015000000 .065000000 0.0 7443 2151 611 1930.50000 .500000000 .725000000 .665000000 .060000000 0.0 7443 2151 612 2023.00000 .500000000 .547000000 .480000000 .067000000 0.0 7443 2151 613 2069.00000 .500000000 .077000000 .012000000 .065000000 0.0 7443 2151 614 2103.50000 .500000000 .207000000 .140000000 .067000000 0.0 7443 2151 615 2346.50000 .500000000 .250000000 .180000000 .070000000 0.0 7443 2151 616 2386.00000 .500000000 .138000000 .082999900 .055000000 0.0 7443 2151 617 2510.00000 .500000000 .320000000 .250000000 .070000000 0.0 7443 2151 618 2530.00000 .500000000 .550000000 .520000000 .030000000 0.0 7443 2151 619 2590.00000 .500000000 1.09500000 1.03000000 .065000000 0.0 7443 2151 620 2659.00000 .500000000 4.91500000 4.85000000 .065000000 0.0 7443 2151 621 2779.00000 .500000000 .495000000 .430000000 .065000000 0.0 7443 2151 622 2876.00000 .500000000 1.06500000 1.00000000 .065000000 0.0 7443 2151 623 2976.00000 .500000000 .179000000 .114000000 .065000000 0.0 7443 2151 624 3039.00000 .500000000 11.2150000 11.1500000 .065000000 0.0 7443 2151 625 3102.00000 .500000000 .107000000 .042000000 .065000000 0.0 7443 2151 626 3158.00000 .500000000 2.46500000 2.40000000 .065000000 0.0 7443 2151 627 3200.00000 100000.000 2 2 0 07443 2151 628 0.0 .822441000 1 0 3 07443 2151 629 184.357000 0.0 0 0 1 07443 2151 630 .500000000 0.0 5 0 42 67443 2151 631 0.0 0.0 0.0 1.00000000 0.0 0.0 7443 2151 632 3200.00000 98.5468000 0.0 .021680300 .053010000 0.0 7443 2151 633 5000.00000 98.2491000 0.0 .021614800 .053010000 0.0 7443 2151 634 10000.0000 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51.3419000 0.0 .001293820 .053010000 0.0 7443 2151 652 20000.0000 50.4819000 0.0 .001272140 .053010000 0.0 7443 2151 653 50000.0000 47.9912000 0.0 .001209380 .053010000 0.0 7443 2151 654 100000.000 44.1215000 0.0 .001111860 .053010000 0.0 7443 2151 655 184.357000 0.0 2 0 2 07443 2151 656 1.50000000 0.0 5 0 42 67443 2151 657 0.0 0.0 0.0 1.00000000 0.0 0.0 7443 2151 658 3200.00000 51.9355000 0.0 .007530640 .053010000 0.0 7443 2151 659 5000.00000 51.7781000 0.0 .007507820 .053010000 0.0 7443 2151 660 10000.0000 51.3419000 0.0 .007444570 .053010000 0.0 7443 2151 661 20000.0000 50.4819000 0.0 .007319870 .053010000 0.0 7443 2151 662 50000.0000 47.9912000 0.0 .006958720 .053010000 0.0 7443 2151 663 100000.000 44.1215000 0.0 .006397620 .053010000 0.0 7443 2151 664 2.50000000 0.0 5 0 42 67443 2151 665 0.0 0.0 0.0 1.00000000 0.0 0.0 7443 2151 666 3200.00000 37.7971000 0.0 .005480580 .053010000 0.0 7443 2151 667 5000.00000 37.6819000 0.0 .005463880 .053010000 0.0 7443 2151 668 10000.0000 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2.03209E-5 1319.04240 2.09305E-5 1299.69403 2.15579E-5 1280.643627443 3 1 686 2.22045E-5 1261.85941 2.28701E-5 1243.36276 2.35561E-5 1225.124847443 3 1 687 2.42622E-5 1207.16728 2.49899E-5 1189.46151 2.57390E-5 1172.025577443 3 1 688 2.65110E-5 1154.83581 2.73057E-5 1137.90697 2.81247E-5 1121.217927443 3 1 689 2.89678E-5 1104.78169 2.98367E-5 1088.57738 3.07311E-5 1072.620837443 3 1 690 3.16528E-5 1056.88906 3.26017E-5 1041.39628 3.35795E-5 1026.122407443 3 1 691 3.45861E-5 1011.08081 3.56235E-5 996.251187 3.66913E-5 981.6479427443 3 1 692 3.77919E-5 967.249904 3.89247E-5 953.071994 4.00923E-5 939.0928647443 3 1 693 4.12941E-5 925.328016 4.25327E-5 911.755883 4.38076E-5 898.3918197443 3 1 694 4.39933E-5 896.529599 4.51216E-5 885.215309 4.55041E-5 881.5459007443 3 1 695 4.64742E-5 872.239860 4.70668E-5 866.801117 4.78681E-5 859.4472477443 3 1 696 4.86831E-5 852.291689 4.93030E-5 846.849275 5.03550E-5 838.0136807443 3 1 697 5.07818E-5 834.429180 5.20843E-5 823.963880 5.23041E-5 822.1979007443 3 1 698 5.38729E-5 810.139141 5.54878E-5 798.264283 5.57230E-5 796.6097197443 3 1 699 5.71521E-5 786.556794 5.76366E-5 783.296183 5.88653E-5 775.0275267443 3 1 700 5.96159E-5 770.195252 6.06310E-5 763.660401 6.16632E-5 757.3031217443 3 1 701 6.24484E-5 752.467283 6.37809E-5 744.616533 6.43215E-5 741.4315727443 3 1 702 6.59712E-5 732.133012 6.62496E-5 730.563862 6.82368E-5 719.8490347443 3 1 703 7.02822E-5 709.298204 7.05801E-5 707.828142 7.23903E-5 698.8955957443 3 1 704 7.30040E-5 695.998441 7.45603E-5 688.651736 7.55110E-5 684.3581527443 3 1 705 7.67967E-5 678.551841 7.81042E-5 672.902889 7.90987E-5 668.6063857443 3 1 706 8.07864E-5 661.631070 8.14712E-5 658.800874 8.35607E-5 650.5391517443 3 1 707 8.39134E-5 649.144652 8.64304E-5 639.624317 8.90212E-5 630.2496007443 3 1 708 8.93985E-5 628.943495 9.16913E-5 621.006769 9.24686E-5 618.4326597443 3 1 709 9.44399E-5 611.904731 9.56441E-5 608.089738 9.72725E-5 602.9310367443 3 1 710 9.89287E-5 597.910916 1.00188E-4 594.093981 1.02326E-4 587.8960717443 3 1 711 1.03193E-4 585.382790 1.05840E-4 578.041489 1.06287E-4 576.8018057443 3 1 712 1.09475E-4 568.342464 1.12756E-4 560.013154 1.13234E-4 558.8525627443 3 1 713 1.16139E-4 551.799432 1.17123E-4 549.513624 1.19620E-4 543.7133647443 3 1 714 1.21145E-4 540.324185 1.23208E-4 535.739513 1.25306E-4 531.2790827443 3 1 715 1.26901E-4 527.888169 1.29609E-4 522.380716 1.30707E-4 520.1477147443 3 1 716 1.34060E-4 513.624806 1.34626E-4 512.523752 1.38664E-4 505.0069947443 3 1 717 1.42820E-4 497.606741 1.43425E-4 496.576181 1.47104E-4 490.3095807443 3 1 718 1.48351E-4 488.277257 1.51513E-4 483.124110 1.53446E-4 480.1110137443 3 1 719 1.56058E-4 476.039658 1.58715E-4 472.077111 1.60736E-4 469.0631757443 3 1 720 1.64166E-4 464.169693 1.65557E-4 462.185262 1.69803E-4 456.3902157443 3 1 721 1.70520E-4 455.411669 1.75635E-4 448.733235 1.80899E-4 442.1577027443 3 1 722 1.81666E-4 441.241264 1.86325E-4 435.674730 1.87905E-4 433.8686807443 3 1 723 1.91911E-4 429.289703 1.94358E-4 426.613632 1.97667E-4 422.9949997443 3 1 724 2.01881E-4 418.586362 2.03592E-4 416.796403 2.09699E-4 410.6848737443 3 1 725 2.15985E-4 404.666915 2.17816E-4 402.989836 2.22463E-4 398.7336467443 3 1 726 2.26251E-4 395.414763 2.29132E-4 392.890652 2.35008E-4 387.9651737443 3 1 727 2.36004E-4 387.130321 2.43079E-4 381.457302 2.44109E-4 380.6671597443 3 1 728 2.50370E-4 375.864346 2.53558E-4 373.524841 2.57875E-4 370.3569427443 3 1 729 2.63377E-4 366.494355 2.65610E-4 364.926773 2.73572E-4 359.5797937443 3 1 730 2.81777E-4 354.308146 2.84166E-4 352.839810 2.90224E-4 349.1165587443 3 1 731 2.95165E-4 346.211308 2.98929E-4 343.998201 3.06596E-4 339.6857897443 3 1 732 3.07890E-4 338.957987 3.17125E-4 333.988521 3.18463E-4 333.2997627443 3 1 733 3.26631E-4 329.095293 3.30796E-4 327.044161 3.36428E-4 324.2706787443 3 1 734 3.43600E-4 320.892040 3.46513E-4 319.519811 3.56906E-4 314.8357807443 3 1 735 3.67605E-4 310.223203 3.70721E-4 308.937967 3.78631E-4 305.6755037443 3 1 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211.3531897443 3 1 749 7.95836E-4 210.915573 8.16247E-4 208.256493 8.37182E-4 205.6472817443 3 1 750 8.40715E-4 205.206965 8.65932E-4 202.200418 8.80675E-4 200.5188117443 3 1 751 8.91889E-4 199.239775 9.18641E-4 196.320775 9.30338E-4 195.0997837443 3 1 752 9.46178E-4 193.446387 9.74558E-4 190.612428 9.82819E-4 189.8232427443 3 1 753 .001003771 187.821744 .001033879 185.070316 .001038243 184.6887947443 3 1 754 .001064871 182.360936 .001096811 179.689629 .001101440 179.3192687443 3 1 755 .001129689 177.059187 .001163573 174.465720 .001168484 174.1061237443 3 1 756 .001198452 171.911869 .001234399 169.393958 .001239609 169.0448387443 3 1 757 .001271402 166.914488 .001309537 164.469880 .001320638 163.7891037443 3 1 758 .001348791 162.062669 .001389247 159.689331 .001406937 158.6965327443 3 1 759 .001430892 157.352181 .001473810 155.047976 .001505230 153.4341967443 3 1 760 .001517989 152.778899 .001563521 150.541785 .001610389 148.3388357443 3 1 761 .001658691 146.166935 .001708412 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409.031938 11.88925297443 3 1 1798 409.088000 11.7565115 409.126813 11.6766264 409.221688 11.48417427443 3 1 1799 409.316563 11.2942366 409.364000 11.2004649 409.424375 11.09710127443 3 1 1800 409.545125 10.8934135 409.640000 10.7355954 409.665875 10.69788757443 3 1 1801 409.786625 10.5244070 409.907375 10.3531284 409.916000 10.34103397443 3 1 1802 410.028125 10.2031602 410.148875 10.0564239 410.226500 9.963324417443 3 1 1803 410.330000 9.85496781 410.485250 9.69483000 410.571500 9.606932277443 3 1 1804 410.640500 9.54537055 410.795750 9.40854659 410.916500 9.303288417443 3 1 1805 410.951000 9.27744054 411.106250 9.16244754 411.261500 9.048630947443 3 1 1806 411.434000 8.92360084 411.494375 8.88702360 411.675500 8.778696247443 3 1 1807 411.882500 8.65620055 412.029125 8.57029995 412.089500 8.540592827443 3 1 1808 412.296500 8.43981295 412.503500 8.33997714 412.624250 8.282225817443 3 1 1809 412.710500 8.24744423 412.917500 8.16470735 413.228000 8.041813617443 3 1 1810 413.322875 8.00462725 413.504000 7.94591903 413.780000 7.857319777443 3 1 1811 414.056000 7.76947044 414.228500 7.71497399 414.332000 7.687984677443 3 1 1812 414.608000 7.61658747 414.884000 7.54569675 415.134125 7.481951507443 3 1 1813 415.298000 7.44736139 415.639631 7.37589915 416.046893 7.291363447443 3 1 1814 416.250524 7.24940189 416.454155 7.21374369 416.861417 7.142950587443 3 1 1815 417.065047 7.10777959 417.268678 7.07830537 417.675940 7.019748837443 3 1 1816 418.083202 6.96153453 418.694094 6.87476388 419.171434 6.820880547443 3 1 1817 419.887444 6.74059649 420.603454 6.66085419 421.319464 6.596192337443 3 1 1818 422.035474 6.53190686 422.512813 6.48927656 422.946759 6.457324347443 3 1 1819 423.814649 6.39379247 424.682540 6.33056321 425.116485 6.299074437443 3 1 1820 425.550430 6.27284035 426.852266 6.19452294 427.720157 6.142558437443 3 1 1821 428.154103 6.12085477 429.455938 6.05603702 430.670985 5.995753707443 3 1 1822 431.886032 5.93568186 432.493556 5.91023365 434.316125 5.834166187443 3 1 1823 436.399063 5.74750871 438.482000 5.67281696 440.564938 5.598307177443 3 1 1824 443.689344 5.48680760 444.730813 5.44974074 448.202375 5.335515697443 3 1 1825 452.368250 5.19880307 456.534125 5.06237745 460.539000 4.931466537443 3 1 1826 463.155250 4.84611943 464.382875 4.80256939 468.065750 4.672162367443 3 1 1827 470.521000 4.58538674 473.896969 4.45257262 476.659125 4.344178167443 3 1 1828 479.421282 4.22349689 480.342000 4.18337801 481.262719 4.138837997443 3 1 1829 483.104157 4.04997654 484.024875 4.00566899 484.638688 3.972072907443 3 1 1830 486.480125 3.87159275 487.707750 3.80483845 488.935375 3.729444157443 3 1 1831 490.009547 3.66370173 491.083719 3.59020065 492.157891 3.517020747443 3 1 1832 493.232063 3.43406108 494.037692 3.37216671 494.306235 3.351649837443 3 1 1833 494.843321 3.30466055 495.648950 3.23459735 495.917493 3.211416717443 3 1 1834 496.454579 3.15819138 496.991665 3.10531673 497.528750 3.052841807443 3 1 1835 497.712704 3.03225237 498.264563 2.97100055 498.632469 2.930535307443 3 1 1836 498.816422 2.90747655 499.368282 2.83896918 499.736188 2.793742777443 3 1 1837 500.104094 2.74195686 500.472000 2.69066388 500.746500 2.652854197443 3 1 1838 500.883750 2.63100868 501.295500 2.56634588 501.570000 2.523813847443 3 1 1839 501.844500 2.47628312 502.119000 2.42937683 502.393500 2.377757137443 3 1 1840 502.668000 2.32698481 502.965375 2.26566918 503.262750 2.205753767443 3 1 1841 503.461000 2.16157467 503.659250 2.11825527 503.857500 2.071015167443 3 1 1842 504.055750 2.02491858 504.254000 1.97477412 504.406500 1.937246327443 3 1 1843 504.559000 1.89658745 504.711500 1.85711360 504.864000 1.814591217443 3 1 1844 505.016500 1.77362500 505.169000 1.72951235 505.321500 1.687488797443 3 1 1845 505.474000 1.64278292 505.580750 1.61317241 505.588375 1.611170807443 3 1 1846 505.687500 1.58204378 505.794250 1.55247379 505.817125 1.546575497443 3 1 1847 505.901000 1.52244199 506.007750 1.49406428 506.045875 1.484889437443 3 1 1848 506.114500 1.46639296 506.221250 1.44073176 506.274625 1.429714637443 3 1 1849 506.328000 1.41726893 506.404250 1.40205730 506.480500 1.389299527443 3 1 1850 506.556750 1.37933059 506.633000 1.37255498 506.709250 1.369469377443 3 1 1851 506.785500 1.37069598 506.861750 1.37890462 506.877000 1.381605367443 3 1 1852 506.918938 1.39050714 506.953250 1.40011627 506.972313 1.406311817443 3 1 1853 507.010438 1.42156304 507.023782 1.42765617 507.067625 1.451466627443 3 1 1854 507.075250 1.45609259 507.105750 1.47772015 507.126719 1.493969837443 3 1 1855 507.143875 1.50936842 507.178188 1.54298248 507.182000 1.547282327443 3 1 1856 507.227750 1.60410401 507.229657 1.60671772 507.258250 1.651086947443 3 1 1857 507.281125 1.68905777 507.304000 1.73362032 507.315438 1.757289367443 3 1 1858 507.326875 1.78291340 507.349750 1.83730959 507.372625 1.899796777443 3 1 1859 507.384063 1.93306005 507.395500 1.96894213 507.410750 2.019288237443 3 1 1860 507.418375 2.04556138 507.426000 2.07386271 507.441250 2.132851397443 3 1 1861 507.452688 2.17903464 507.456500 2.19560409 507.471750 2.264692527443 3 1 1862 507.487000 2.33681489 507.502250 2.41719640 507.515594 2.490639067443 3 1 1863 507.517500 2.50177526 507.532750 2.59471562 507.544188 2.667534727443 3 1 1864 507.548000 2.69326740 507.565157 2.81445518 507.572782 2.871058307443 3 1 1865 507.582313 2.94595529 507.599469 3.08749164 507.601375 3.104028017443 3 1 1866 507.616625 3.24384124 507.629969 3.37235700 507.633782 3.411201237443 3 1 1867 507.649032 3.57377369 507.658563 3.67980541 507.663329 3.735820577443 3 1 1868 507.677625 3.91072423 507.687157 4.03224713 507.691923 4.097125617443 3 1 1869 507.706219 4.29958973 507.722422 4.53922784 507.727188 4.612810147443 3 1 1870 507.735766 4.75294778 507.749110 4.97928751 507.750063 4.996084047443 3 1 1871 507.762454 5.22355632 507.772938 5.42421183 507.778657 5.538262307443 3 1 1872 507.792954 5.83566111 507.795813 5.89758652 507.807250 6.155806767443 3 1 1873 507.820594 6.46966966 507.822500 6.51629489 507.837750 6.905146907443 3 1 1874 507.840610 6.98143342 507.854907 7.37584401 507.860625 7.540751277443 3 1 1875 507.870157 7.82645590 507.886360 8.33379543 507.887313 8.364754317443 3 1 1876 507.901610 8.84894126 507.904469 8.94943964 507.914954 9.329260467443 3 1 1877 507.923532 9.65183449 507.929727 9.89227573 507.943547 10.44979937443 3 1 1878 507.944501 10.4897388 507.957844 11.0688209 507.969282 11.58338937443 3 1 1879 507.972141 11.7165972 507.988344 12.5053424 507.992157 12.69654227443 3 1 1880 508.007407 13.4978471 508.009313 13.6009670 508.026469 14.57193907443 3 1 1881 508.028375 14.6829661 508.045532 15.7277982 508.064594 16.97567607443 3 1 1882 508.077938 17.9145826 508.091282 18.8885482 508.095094 19.17729407443 3 1 1883 508.112250 20.5300225 508.117016 20.9222680 508.131313 22.14053947443 3 1 1884 508.142750 23.1589306 508.150375 23.8584581 508.161813 24.95163207443 3 1 1885 508.167532 25.5120868 508.180875 26.8705194 508.184688 27.26840797443 3 1 1886 508.199938 28.9222618 508.202797 29.2418947 508.222813 31.57258967443 3 1 1887 508.228532 32.2677443 508.242829 34.0664149 508.257125 35.94525977443 3 1 1888 508.264750 36.9818385 508.285719 39.9644411 508.287625 40.24403137443 3 1 1889 508.310500 43.7537029 508.333375 47.5198007 508.356250 51.54907877443 3 1 1890 508.381032 56.2365665 508.386750 57.3711880 508.409625 62.04701097443 3 1 1891 508.417250 63.6843354 508.438219 68.3127321 508.445844 70.07719637443 3 1 1892 508.466813 75.0545963 508.474438 76.9482877 508.495407 82.28370437443 3 1 1893 508.503032 84.3094365 508.524000 90.0095325 508.531625 92.17805307443 3 1 1894 508.558313 99.9340716 508.560219 100.514295 508.585763 108.4408037443 3 1 1895 508.592625 110.612725 508.617788 118.917975 508.625794 121.6146417443 3 1 1896 508.649813 130.009603 508.656675 132.463706 508.697850 147.7600067443 3 1 1897 508.739025 164.036335 508.742457 165.446199 508.790875 185.7517777443 3 1 1898 508.801932 190.555107 508.844250 209.300348 508.877800 224.5846517443 3 1 1899 508.908300 238.613601 509.048600 304.143693 509.060800 309.7307307443 3 1 1900 509.112650 332.780999 509.127900 339.389545 509.164500 354.5098797443 3 1 1901 509.185850 363.059950 509.210250 372.224988 509.237700 382.1402557443 3 1 1902 509.256000 388.249850 509.283450 396.940903 509.304800 403.1102817443 3 1 1903 509.323100 408.056910 509.347500 413.844642 509.374950 419.8172917443 3 1 1904 509.393250 423.142453 509.414600 426.578043 509.435950 429.2429327443 3 1 1905 509.461570 431.774461 509.499512 433.596276 509.531720 434.2394687443 3 1 1906 509.548800 433.742174 509.573200 432.497585 509.588450 431.1422527443 3 1 1907 509.618950 427.799087 509.635725 425.378486 509.655550 422.1326767443 3 1 1908 509.673850 418.511362 509.704350 411.933770 509.719600 408.1250217443 3 1 1909 509.747050 400.740230 509.774500 392.537281 509.792800 386.7536377443 3 1 1910 509.823300 376.140320 509.856850 363.992776 509.878200 355.6765487443 3 1 1911 509.908700 343.404907 509.951400 325.385002 509.969700 317.4923387443 3 1 1912 510.158800 232.832013 510.193113 217.708282 510.213700 208.9050547443 3 1 1913 510.252207 192.731383 510.266313 187.017296 510.311300 169.1725027443 3 1 1914 510.312063 168.880738 510.347138 155.776711 510.357813 151.9151357443 3 1 1915 510.382975 143.019570 510.392125 139.899009 510.418813 130.9974057443 3 1 1916 510.428344 127.941369 510.454650 119.685437 510.455032 119.5705617443 3 1 1917 510.481719 111.699872 510.490488 109.164326 510.508407 104.2188497443 3 1 1918 510.526325 99.3761491 510.535094 97.1204717 510.561782 90.40571377443 3 1 1919 510.562163 90.3119533 510.588469 84.1743982 510.598000 82.00183797443 3 1 1920 510.615157 78.2826230 510.626594 75.8669824 510.645657 72.02353827443 3 1 1921 510.655188 70.1521124 510.671391 67.1205746 510.683782 64.85951617443 3 1 1922 510.697125 62.5432192 510.712375 59.9633325 510.722860 58.27845137443 3 1 1923 510.740969 55.4448172 510.748594 54.3131260 510.769563 51.28496287443 3 1 1924 510.774329 50.6330357 510.798157 47.4640635 510.800063 47.22426907443 3 1 1925 510.825797 44.0787643 510.826750 43.9654850 510.851532 41.18678787443 3 1 1926 510.855344 40.7713901 510.877266 38.5206432 510.883938 37.85529167443 3 1 1927 510.903000 36.0697494 510.914438 35.0280950 510.925875 34.05649817443 3 1 1928 510.948750 32.1655250 510.971625 30.4587042 510.983063 29.62805307443 3 1 1929 510.994500 28.8587144 511.017375 27.3623983 511.040250 26.01590847443 3 1 1930 511.051688 25.3608964 511.063125 24.7555049 511.086000 23.57845657443 3 1 1931 511.108875 22.5212522 511.120313 22.0070055 511.131750 21.53229177443 3 1 1932 511.154625 20.6092810 511.177500 19.7807027 511.188938 19.37754037443 3 1 1933 511.200375 19.0054499 511.223250 18.2816462 511.246125 17.63129827443 3 1 1934 511.257563 17.3146302 511.269000 17.0208773 511.288063 16.54420407443 3 1 1935 511.291875 16.4559823 511.314750 15.9407349 511.326188 15.68953787443 3 1 1936 511.337625 15.4590207 511.360500 15.0096677 511.364313 14.93681027443 3 1 1937 511.391000 14.4684788 511.402438 14.2739761 511.421500 13.98108207443 3 1 1938 511.452000 13.5269932 511.459625 13.4166590 511.482500 13.12258717443 3 1 1939 511.513000 12.7416574 511.516813 12.6952568 511.543500 12.40496817443 3 1 1940 511.574000 12.0817585 511.604500 11.7976410 511.631188 11.55477627443 3 1 1941 511.635000 11.5232711 511.680750 11.1557299 511.688375 11.09625437443 3 1 1942 511.726500 10.8284212 511.764625 10.5682244 511.776063 10.49813647443 3 1 1943 511.833250 10.1581830 511.840875 10.1140680 511.890438 9.854373467443 3 1 1944 511.917125 9.71798590 511.947625 9.57822241 512.004813 9.322230477443 3 1 1945 512.031500 9.20512937 512.062000 9.08621449 512.119188 8.867513267443 3 1 1946 512.145875 8.76715707 512.176375 8.66400546 512.252625 8.410959417443 3 1 1947 512.260250 8.38612459 512.328875 8.18636387 512.412750 7.947091117443 3 1 1948 512.424188 7.91792818 512.509969 7.70367284 512.553813 7.596000587443 3 1 1949 512.595750 7.50442584 512.681532 7.32021938 512.748250 7.179059477443 3 1 1950 512.767313 7.14348347 512.881688 6.93368615 512.942688 6.823710117443 3 1 1951 512.996063 6.74087840 513.110438 6.56645315 513.224813 6.394673307443 3 1 1952 513.266750 6.33283693 513.434500 6.12131863 513.526000 6.008271977443 3 1 1953 513.587000 5.94123664 513.739500 5.77634441 513.754750 5.760084797443 3 1 1954 513.892000 5.62789973 513.983500 5.54095792 514.044500 5.488932767443 3 1 1955 514.197000 5.36056989 514.288500 5.28443789 514.349500 5.239139967443 3 1 1956 514.561938 5.08349861 514.593500 5.06066408 514.741750 4.965867687443 3 1 1957 514.921563 4.85218097 515.025250 4.78727218 515.101375 4.745316867443 3 1 1958 515.341125 4.61468569 515.444125 4.55919593 515.580875 4.493244597443 3 1 1959 515.820625 4.37886637 515.863000 4.35883914 516.060375 4.275470277443 3 1 1960 516.300125 4.17512346 516.421500 4.12476935 516.595000 4.060328737443 3 1 1961 516.945000 3.93165780 516.980000 3.91891217 517.295000 3.815532967443 3 1 1962 517.645000 3.70169619 517.680000 3.69040078 517.995000 3.597915477443 3 1 1963 518.345000 3.49592090 518.380000 3.48580437 518.870000 3.356300997443 3 1 1964 519.430000 3.20980640 519.500000 3.19292527 520.025000 3.067542467443 3 1 1965 520.550000 2.94313829 520.760000 2.89373948 521.075000 2.823445727443 3 1 1966 521.600000 2.70716663 522.125000 2.59175343 522.650000 2.477213087443 3 1 1967 523.175000 2.36357216 523.700000 2.25087686 524.190000 2.146605867443 3 1 1968 524.680000 2.04328603 524.855000 2.00675548 525.170000 1.938608907443 3 1 1969 525.660000 1.83373369 526.150000 1.73012339 526.202500 1.719177737443 3 1 1970 526.640000 1.62441123 527.130000 1.51992716 527.515000 1.439310157443 3 1 1971 527.620000 1.41669050 527.970000 1.34259608 528.320000 1.269726277443 3 1 1972 528.670000 1.19822393 529.020000 1.12825485 529.370000 1.060011987443 3 1 1973 529.702500 .997034800 529.720000 .993837697 530.070000 .9321086847443 3 1 1974 530.245000 .902503829 530.420000 .874393364 530.612500 .8451018197443 3 1 1975 530.787500 .820008008 530.875000 .808221278 531.063125 .7846280507443 3 1 1976 531.120000 .777978078 531.295000 .759167338 531.338750 .7548731417443 3 1 1977 531.470000 .743249438 531.583750 .734174297 531.614375 .7319873497443 3 1 1978 531.715000 .725894932 531.824375 .720263881 531.890000 .7174546457443 3 1 1979 531.925000 .716377341 532.030000 .714116658 532.117500 .7130524367443 3 1 1980 532.152500 .712931165 532.196250 .713362816 532.275000 .7148324187443 3 1 1981 532.327500 .716218995 532.380000 .717947279 532.415000 .7193676117443 3 1 1982 532.445625 .721037513 532.489375 .723747020 532.533125 .7267263707443 3 1 1983 532.585625 .730671229 532.631563 .734466480 532.638125 .7350561837443 3 1 1984 532.677500 .739200216 532.716875 .743618663 532.756250 .7482989027443 3 1 1985 532.793438 .752967060 532.826250 .757291729 532.859063 .7618148167443 3 1 1986 532.885313 .765579512 532.887500 .765905183 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1.16494805 534.046875 1.19030675 534.090625 1.219434317443 3 1 2000 534.134375 1.24954896 534.178125 1.28068805 534.182500 1.283913767443 3 1 2001 534.226250 1.31739020 534.278750 1.35909303 534.331250 1.402465217443 3 1 2002 534.357500 1.42502471 534.383750 1.44840645 534.440625 1.501132707443 3 1 2003 534.501875 1.56043992 534.532500 1.59147347 534.563125 1.623647937443 3 1 2004 534.624375 1.69091030 534.674688 1.74845613 534.725000 1.808367357443 3 1 2005 534.733750 1.81913830 534.792813 1.89499912 534.851875 1.974188767443 3 1 2006 534.882500 2.01707297 534.910938 2.05805844 534.970000 2.146891437443 3 1 2007 535.035625 2.25020364 535.040000 2.25743430 535.101250 2.361658777443 3 1 2008 535.166875 2.47880511 535.215000 2.56898873 535.232500 2.602811677443 3 1 2009 535.298125 2.73585978 535.363750 2.87552979 535.390000 2.934223197443 3 1 2010 535.429375 3.02493296 535.495000 3.18365563 535.560625 3.350432207443 3 1 2011 535.565000 3.36212461 535.626250 3.52997749 535.691875 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1763.77951 .041090184 1767.62681 .0417421797443 310210417 1770.33195 .042395957 1773.03708 .043314523 1774.84050 .0441585467443 310210418 1776.64393 .045289945 1777.84621 .046275089 1779.04849 .0475239477443 310210419 1780.04037 .048826120 1780.82185 .050084820 1781.60333 .0516149767443 310210420 1782.38481 .053504162 1782.77555 .054620444 1783.39567 .0566902327443 310210421 1783.86076 .058538866 1784.32584 .060707886 1784.79092 .0632780397443 310210422 1785.25600 .066357996 1785.58000 .068882135 1785.90400 .0717917737443 310210423 1786.22800 .075172908 1786.55200 .079138087 1786.76800 .0821782107443 310210424 1786.98400 .085600884 1787.22400 .089940442 1787.46400 .0949696737443 310210425 1787.62400 .098789863 1787.78400 .103063316 1787.94400 .1078829297443 310210426 1788.10400 .113376891 1788.22400 .118047724 1788.34400 .1233084337443 310210427 1788.46400 .129308146 1788.58400 .136253954 1788.66400 .1415488997443 310210428 1788.74400 .147503917 1788.82400 .154260946 1788.90400 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