JEFF-3.3_Incident_Neutron_File 1 0 0 0 68162.0000 160.538000 1 0 2 16825 1451 1 0.0 0.0 0 0 0 66825 1451 2 1.00000000 20000000.0 3 0 10 36825 1451 3 0.0 0.0 0 0 135 1126825 1451 4 68-Er-162 TIT EVAL-SEP00 A.K.M. HARUN-AR-RASHID+ 6825 1451 5 DIST-DEC17 REV3-DEC17 20171231 6825 1451 6 ---JEFF-3.3 MATERIAL 6825 6825 1451 7 -----INCIDENT NEUTRON DATA 6825 1451 8 ------ENDF-6 FORMAT 6825 1451 9 6825 1451 10 HISTORY 6825 1451 11 2000-09 Evaluation was performed by A.K.M.Harun-ar-Rashid (tit), 6825 1451 12 M.Igashira (tit), T.Ohsaki (tit), and K.Shibata (jaeri). 6825 1451 13 2001-02 Compiled by K.Shibata (jaeri). 6825 1451 14 Evaluation was performed for jendl-3.3. 6825 1451 15 2009-09 Unresolved resonance parameters were obtained by K.Shibata6825 1451 16 (jaea). 6825 1451 17 6825 1451 18 mf=1 General information 6825 1451 19 mt=451 Descriptive data and dictionary 6825 1451 20 6825 1451 21 mf=2 Resonance parameters 6825 1451 22 mt=151 Resolved and unresolved resonance parameters 6825 1451 23 Resolved resonance parameters (MLBW formula): below 250 eV 6825 1451 24 Resolved resonance parameters were taken from ref. 1 6825 1451 25 The bound level at -32.5 eV has Gamma-n = 0.11967 eV and 6825 1451 26 Gamma-gamma = 0.1 eV. This choice gives the desired 6825 1451 27 value for the thermal capture cross section, 19+-2 b [2]. 6825 1451 28 Values of Gamma-gamma not given in Ref.1 are set to 0.1 eV.6825 1451 29 The value for the scattering radius is 8.1fm. Highest 6825 1451 30 energy resonance included is 250.0 eV. No background cross6825 1451 31 section is given. 6825 1451 32 Unresolved resonance region: 250 eV - 100 keV 6825 1451 33 The parameters were obtained by fitting to the calculated 6825 1451 34 total and capture cross sections. The unresolved resonance6825 1451 35 parameters obtained should be used only for self-shielding 6825 1451 36 calculation. 6825 1451 37 6825 1451 38 Thermal cross sections and resonance integrals at 300 K 6825 1451 39 ---------------------------------------------------------- 6825 1451 40 0.0253 eV res. integ. (*) 6825 1451 41 (barns) (barns) 6825 1451 42 ---------------------------------------------------------- 6825 1451 43 Total 2.6946E+01 6825 1451 44 Elastic 8.0278E+00 6825 1451 45 n,gamma 1.8918E+01 4.5195E+02 6825 1451 46 ---------------------------------------------------------- 6825 1451 47 (*) Integrated from 0.5 eV to 10 MeV. 6825 1451 48 6825 1451 49 mf=3 Neutron cross sections 6825 1451 50 mt= 1 Total cross section 6825 1451 51 Spherical optical model calculation was made by using 6825 1451 52 casthy code [3]. Parameters are as follows, 6825 1451 53 V = 48.2-0.25*E-16.0*(N-Z)/A , r0=1.18, a0=0.63 6825 1451 54 Ws = 7.84-0.51*E , rs=1.29, as=0.63 6825 1451 55 Vso= 6.0 , rso=1.26, aso=0.63 6825 1451 56 (energies in MeV, lengths in fm). 6825 1451 57 6825 1451 58 mt= 2 Elastic scattering cross section 6825 1451 59 The cross sections were obtained by subtracting a sum of 6825 1451 60 reaction cross sections from the total cross sections. 6825 1451 61 6825 1451 62 mt= 4,51,52,.,67,91 Inelastic scattering cross sections 6825 1451 63 Calculated by using egnash code [4]. 6825 1451 64 The direct-process component was considered for mt=51 6825 1451 65 from dwba calculation by dwucky code. [4,5] 6825 1451 66 The level scheme is given as follows: 6825 1451 67 6825 1451 68 no energy(MeV) spin/parity 6825 1451 69 gs 0.0000 0 + 6825 1451 70 1 0.1020 2 + 6825 1451 71 2 0.3295 4 + 6825 1451 72 3 0.6670 6 + 6825 1451 73 4 0.9007 2 + 6825 1451 74 5 1.0019 3 + 6825 1451 75 6 1.0871 0 + 6825 1451 76 7 1.0968 8 + 6825 1451 77 8 1.1280 4 + 6825 1451 78 9 1.1710 2 + 6825 1451 79 10 1.2863 4 + 6825 1451 80 11 1.3521 1 - 6825 1451 81 12 1.3567 3 - 6825 1451 82 13 1.4123 2 + 6825 1451 83 14 1.4204 0 + 6825 1451 84 15 1.4299 2 + 6825 1451 85 16 1.4597 6 + 6825 1451 86 17 1.4691 5 - 6825 1451 87 6825 1451 88 Levels above 1.500 MeV are assumed to be overlapping 6825 1451 89 6825 1451 90 mt= 16,17,22,28,103,104,105,107 6825 1451 91 (n,2n), (n,3n), (n,n'a), (n,n'p), 6825 1451 92 (n,p), (n,d), (n,t), (n,a) 6825 1451 93 Calculated using egnash [4]. 6825 1451 94 6825 1451 95 mt=102 Capture cross secton 6825 1451 96 The capture cross section is based on the statistical model 6825 1451 97 calculations [3]. The cross section was normalized to 253 mb 6825 1451 98 at 500 keV [6]. The direct and semidirect capture cross 6825 1451 99 sections were added above 2 MeV by using the quick gnash 6825 1451 100 code [7,8]. 6825 1451 101 6825 1451 102 mf=4 Angular distributions of secondary neutrons 6825 1451 103 mt=2 6825 1451 104 Calculated with the casthy code. 6825 1451 105 mt=16,17,22,28 6825 1451 106 Assumed to be isotropic in the laboratory system. 6825 1451 107 mt=51,---,67,91 6825 1451 108 Calculated with the casthy code. 6825 1451 109 For mt=51, the dwba component was taken into account. 6825 1451 110 6825 1451 111 mf=5 Energy distributions of secondary neutrons 6825 1451 112 mt=16,17,22,28,91 6825 1451 113 Calculated with the egnash code. 6825 1451 114 6825 1451 115 mf=12 Photon production multiplicities 6825 1451 116 mt=16,17,51-67,91,102,103,107 6825 1451 117 Calculated with the egnash code. 6825 1451 118 6825 1451 119 mf=14 Photon angular distributions 6825 1451 120 mt=16,17,51-67,91,102,103,107 6825 1451 121 Assumed to be isotropic. 6825 1451 122 6825 1451 123 mf=15 Photon energy distributions 6825 1451 124 mt=16,17,91,102,103,107 6825 1451 125 6825 1451 126 References 6825 1451 127 1. Landolt-Boernstein New Series I/16B (Aug 1998). 6825 1451 128 2. S. F. Mughabghab: "Neutron Cross Sections: Vol. 1, 6825 1451 129 Neutron Resonance Parameters and Thermal Cross Sections, 6825 1451 130 Part B: Z=61-100," Academic Press (1984). 6825 1451 131 3. S. Igarasi, T. Fukahori: JAERI 1321 (1991). 6825 1451 132 4. N. Yamamuro: JAERI-M 90-006 (1990). 6825 1451 133 5. P.D. Kunz: Unpublished. 6825 1451 134 6. Yu.N. Trofimov: Yadernye Konstanty, (2), 11 (1989). 6825 1451 135 7. P.G. Young et al.: LA-12343-MS, UC-413 (1992). 6825 1451 136 8. N. Yamano: Private communication. 6825 1451 137 ***************** Program ENDF2C (Version 2017-1) ***************6825 1451 138 Convert ENDF Data to Standard FORTRAN, C and C++ Format 6825 1451 139 1 451 249 16825 1451 140 2 151 173 16825 1451 141 3 1 47 06825 1451 142 3 2 47 06825 1451 143 3 4 19 06825 1451 144 3 16 7 06825 1451 145 3 17 5 06825 1451 146 3 22 10 06825 1451 147 3 28 8 06825 1451 148 3 51 14 06825 1451 149 3 52 13 06825 1451 150 3 53 12 06825 1451 151 3 54 12 06825 1451 152 3 55 12 06825 1451 153 3 56 12 06825 1451 154 3 57 12 06825 1451 155 3 58 12 06825 1451 156 3 59 12 06825 1451 157 3 60 11 06825 1451 158 3 61 11 06825 1451 159 3 62 11 06825 1451 160 3 63 11 06825 1451 161 3 64 11 06825 1451 162 3 65 11 06825 1451 163 3 66 11 06825 1451 164 3 67 11 06825 1451 165 3 91 11 06825 1451 166 3 102 23 06825 1451 167 3 103 13 06825 1451 168 3 104 9 06825 1451 169 3 105 8 06825 1451 170 3 107 11 06825 1451 171 4 2 190 06825 1451 172 4 16 2 06825 1451 173 4 17 2 06825 1451 174 4 22 2 06825 1451 175 4 28 2 06825 1451 176 4 51 250 06825 1451 177 4 52 158 06825 1451 178 4 53 151 06825 1451 179 4 54 141 06825 1451 180 4 55 134 06825 1451 181 4 56 129 06825 1451 182 4 57 128 06825 1451 183 4 58 124 06825 1451 184 4 59 119 06825 1451 185 4 60 113 06825 1451 186 4 61 109 06825 1451 187 4 62 107 06825 1451 188 4 63 107 06825 1451 189 4 64 105 06825 1451 190 4 65 103 06825 1451 191 4 66 101 06825 1451 192 4 67 97 06825 1451 193 4 91 93 06825 1451 194 5 16 259 06825 1451 195 5 17 95 06825 1451 196 5 22 432 06825 1451 197 5 28 312 06825 1451 198 5 91 507 06825 1451 199 12 16 8 06825 1451 200 12 17 5 06825 1451 201 12 51 3 06825 1451 202 12 52 3 06825 1451 203 12 53 3 06825 1451 204 12 54 4 06825 1451 205 12 55 3 06825 1451 206 12 56 3 06825 1451 207 12 57 3 06825 1451 208 12 58 3 06825 1451 209 12 59 4 06825 1451 210 12 60 3 06825 1451 211 12 61 3 06825 1451 212 12 62 3 06825 1451 213 12 63 3 06825 1451 214 12 64 3 06825 1451 215 12 65 4 06825 1451 216 12 66 4 06825 1451 217 12 67 3 06825 1451 218 12 91 10 06825 1451 219 12 102 13 06825 1451 220 12 103 10 06825 1451 221 12 107 11 06825 1451 222 14 16 1 06825 1451 223 14 17 1 06825 1451 224 14 51 1 06825 1451 225 14 52 1 06825 1451 226 14 53 1 06825 1451 227 14 54 1 06825 1451 228 14 55 1 06825 1451 229 14 56 1 06825 1451 230 14 57 1 06825 1451 231 14 58 1 06825 1451 232 14 59 1 06825 1451 233 14 60 1 06825 1451 234 14 61 1 06825 1451 235 14 62 1 06825 1451 236 14 63 1 06825 1451 237 14 64 1 06825 1451 238 14 65 1 06825 1451 239 14 66 1 06825 1451 240 14 67 1 06825 1451 241 14 91 1 06825 1451 242 14 102 1 06825 1451 243 14 103 1 06825 1451 244 14 107 1 06825 1451 245 15 16 98 06825 1451 246 15 17 26 06825 1451 247 15 91 280 06825 1451 248 15 102 546 06825 1451 249 15 103 257 06825 1451 250 15 107 386 06825 1451 251 6825 1 099999 6825 0 0 0 68162.0000 160.538000 0 0 1 06825 2151 1 68162.0000 1.00000000 0 0 2 06825 2151 2 1.00000E-5 250.000000 1 2 0 06825 2151 3 0.0 .810000000 0 0 1 06825 2151 4 160.538000 0.0 0 0 108 186825 2151 5 -32.5000000 .500000000 .219670000 .119670000 .100000000 0.0 6825 2151 6 5.48000000 .500000000 .100330000 3.30000E-4 .100000000 0.0 6825 2151 7 7.60000000 .500000000 .100660000 6.60000E-4 .100000000 0.0 6825 2151 8 14.6000000 .500000000 .104100000 .004100000 .100000000 0.0 6825 2151 9 20.3000000 .500000000 .108300000 .008300000 .100000000 0.0 6825 2151 10 34.8000000 .500000000 .105100000 .005100000 .100000000 0.0 6825 2151 11 43.2000000 .500000000 .102200000 .002200000 .100000000 0.0 6825 2151 12 46.0000000 .500000000 .119500000 .019500000 .100000000 0.0 6825 2151 13 51.4000000 .500000000 .152000000 .052000000 .100000000 0.0 6825 2151 14 57.0000000 .500000000 .132000000 .032000000 .100000000 0.0 6825 2151 15 67.8000000 .500000000 .103100000 .003100000 .100000000 0.0 6825 2151 16 112.100000 .500000000 .112700000 .012700000 .100000000 0.0 6825 2151 17 127.000000 .500000000 .129000000 .029000000 .100000000 0.0 6825 2151 18 142.600000 .500000000 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