22-Ti- 50 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 22050.0000 49.5157000 2 0 0 32237 1451 1 0.0 0.0 0 0 0 62237 1451 2 1.00000000 20000000.0 3 0 10 72237 1451 3 120000000. 0.0 1 0 239 942237 1451 4 22-Ti- 50 KUR EVAL-SEP88 K.Kobayashi(KUR),Hashikura(TOK) 2237 1451 5 DIST-DEC06 REV3-DEC01 20011226 2237 1451 6 ----ENDF/B-VII MATERIAL 2237 REVISION 3 2237 1451 7 -----INCIDENT NEUTRON DATA 2237 1451 8 ------ENDF-6 FORMAT 2237 1451 9 2237 1451 10 ***************************** ENDF/B-VII *************************2237 1451 11 ** **2237 1451 12 ** Original data taken from: JENDL-3.3 **2237 1451 13 ** **2237 1451 14 ******************************************************************2237 1451 15 HISTORY 2237 1451 16 88-09 Compiled by T.Asami(nedac) 2237 1451 17 93-11 JENDL-3.2 2237 1451 18 Data were mainly adopted from JENDL fusion file. 2237 1451 19 Compiled by T.Nakagawa 2237 1451 20 00-03 Reevaluation was made by T.Asami. 2237 1451 21 01-07 Compiled by K.Shibata (ndc/jaeri) 2237 1451 22 2237 1451 23 ***** modified parts for JENDL-3.3 ******************** 2237 1451 24 (2,151) modified 2237 1451 25 (3,2) re-calculated 2237 1451 26 (3,102,107) revised 2237 1451 27 (3,104,105,106,203,207) evaluated newly 2237 1451 28 (3,251) deleted 2237 1451 29 (4,2) revised 2237 1451 30 (4,16,22,28,91) deleted 2237 1451 31 (5,16,22,28,91) deleted 2237 1451 32 (6,16,22,28,91) taken from JENDL fusion file 2237 1451 33 (6,203, 207) taken from JENDL fusion file 2237 1451 34 (12,16-107) evaluated newly 2237 1451 35 (14,16-107) isotropic distributions 2237 1451 36 (15,16-107) evaluated newly 2237 1451 37 *********************************************************** 2237 1451 38 2237 1451 39 2237 1451 40 mf=1 General information 2237 1451 41 mt=451 Descriptive data and dictionary 2237 1451 42 2237 1451 43 mf=2 Resonance parameters 2237 1451 44 mt=151 Resolved resonance parameters 2237 1451 45 Resolved parameters for MLBW formula were given in the energy 2237 1451 46 region from 1.0e-5 eV to 300 keV. Parameters were taken from 2237 1451 47 ref./5/, for positive resonances. Parameters for negative 2237 1451 48 resonance were obtained so that the reproduced cross sections 2237 1451 49 for both scattering and capture gave the 2200 m/s value of 2237 1451 50 3.7+-0.3 and 0.179+-0.003 barns, respectively/5/. The 2237 1451 51 scattering radius was assumed to be 4.5 fermi. Calculated 22002237 1451 52 m/sec cross sections and resonance integrals are as follows: 2237 1451 53 2237 1451 54 2200 m/s cross section(b) res. integral(b) 2237 1451 55 elastic 3.74 2237 1451 56 capture 0.18 0.088 2237 1451 57 total 3.92 2237 1451 58 2237 1451 59 mf=3 Neutron cross sections 2237 1451 60 Below 300 keV, no background cross section was given. 2237 1451 61 2237 1451 62 The calculation with sincros-ii system/2/ was made by adopting 2237 1451 63 Walter-Guss omp modified by Yamamuro/2/ for neutron, Perey omp 2237 1451 64 /6/ for proton, Lemos omp modified by Arthur and Young/7/ 2237 1451 65 for alpha, Lohr-Haeberli omp/8/ for deuteron, Becchettii- 2237 1451 66 Greenlees omp/9/ for triton and He-3, and standard level 2237 1451 67 density parameters of sincros-ii system. 2237 1451 68 2237 1451 69 mt=1 Total 2237 1451 70 Below 300 keV, created from the resonance parameters. 2237 1451 71 Above 300 keV, optical and statistical model calculation was 2237 1451 72 made with the casthy code/10/. 2237 1451 73 The optical potential parameters used are: 2237 1451 74 V = 50.75 - 0.120*En, Vso = 4.72 (MeV) 2237 1451 75 Ws = 10.9 - 0.234*En, Wv = 0.0 (MeV) 2237 1451 76 r = 1.26, rs = 1.02, rso = 1.16 (fm) 2237 1451 77 a = 0.52, aso = 0.52, b = 0.40 (fm) 2237 1451 78 2237 1451 79 mt=2 Elastic scattering 2237 1451 80 Obtained by subtracting the sum of the partial cross sections 2237 1451 81 from the total cross section. 2237 1451 82 2237 1451 83 mt=4, 51-61, 91 Inelastic scattering 2237 1451 84 The cross sections were taken from JENDL fusion file. The 2237 1451 85 level scheme was based on ref./4/ Contributions of the 2237 1451 86 direct process were calculated for the levels marked with '*', 2237 1451 87 using deformation parameters compiled by Raman et al./11/ and 2237 1451 88 Spear/12/. 2237 1451 89 2237 1451 90 no. energy(MeV) spin-parity (direct process) 2237 1451 91 g.s. 0.0 0 + 2237 1451 92 1 1.5538 2 + * 2237 1451 93 2 2.6749 4 + * 2237 1451 94 3 3.1987 6 + * 2237 1451 95 4 3.771 2 + 2237 1451 96 5 3.8681 0 + 2237 1451 97 6 3.9748 4 + 2237 1451 98 7 4.1473 4 + * 2237 1451 99 8 4.1718 3 + 2237 1451 100 9 4.1723 2 + * 2237 1451 101 10 4.311 2 + * 2237 1451 102 11 4.4105 3 - * 2237 1451 103 Levels above 4.411 MeV were assumed to be overlapping. 2237 1451 104 2237 1451 105 mt=16, 22, 28, 103 (n,2n), (n,na),(n,np), (n,p) 2237 1451 106 Adopted from JENDL fusion file. theoretical calculation was 2237 1451 107 made with sincros-ii. The results were normalized to 2237 1451 108 2237 1451 109 (n,2n) 1.0 b at 14.9 MeV (systematics by Kasugai/13/),2237 1451 110 (n,p) 0.0134 b at 14.94 MeV measured by Ikeda et al./14/,2237 1451 111 2237 1451 112 mt=102 Capture 2237 1451 113 Below 300 keV, created from the resonance parameters. 2237 1451 114 Above 300 keV, calculated with the casthy code/10/ and 2237 1451 115 Normalized to 2.3 mb at 25 keV. Added the semidirect component2237 1451 116 calculated with the quick gnash code/17,18/. 2237 1451 117 2237 1451 118 mt=107 (n,a) 2237 1451 119 Obtained from from the sincros-ii calculation made with the 2237 1451 120 the egnash code/2/. 2237 1451 121 2237 1451 122 mf=4 Angular distributions of secondary neutrons 2237 1451 123 mt=2 2237 1451 124 Calculated with the casthy code/10/,newly for JENDL-3.3. 2237 1451 125 mt=51-61 2237 1451 126 Taken from JENDL fusion file/1/. 2237 1451 127 Calculated with the casthy code/10/. 2237 1451 128 2237 1451 129 mf=6 Energy-angle distributions of secondary particles 2237 1451 130 Taken from JENDL fusion file/1/. 2237 1451 131 - Energy distributions of secondary neutrons were replaced 2237 1451 132 by those calculated by egnash2. The ddx's of the 2237 1451 133 continuum neutrons were calculated by Kumabe's systema- 2237 1451 134 tics /3/ using f15tob /1/. The precompound/compound 2237 1451 135 ratio was calculated by the sincros-ii code system/2/. 2237 1451 136 mt=16, 22, 28, 91 2237 1451 137 Based on modified kumabe's systematics/3/. 2237 1451 138 mt=203, 207 2237 1451 139 Based on kalbach's 1988 systematics/15/. 2237 1451 140 2237 1451 141 mf=12 Photon production multiplicities and transition probability2237 1451 142 arrays 2237 1451 143 mt=16, 22, 28, 51-61, 91,103, 104, 107 2237 1451 144 mt=51-61 were given as the transition probability arrays. 2237 1451 145 mt=16, 22, 28, 91, 102, 103, 104, 107 were calculated with 2237 1451 146 the egnash code/2/ and processed by the gamfil2 code/16/. 2237 1451 147 mt=102 was calculated with the casthy code/10/. 2237 1451 148 2237 1451 149 mf=14 Photon angular distributions 2237 1451 150 mt=16, 22, 28, 51-61, 91, 102, 103, 104, 107 2237 1451 151 Assumed to be isotropic distributions 2237 1451 152 2237 1451 153 mf=15 Continuous photon energy spectra 2237 1451 154 mt=16, 22, 28, 91, 103, 104, 107 2237 1451 155 Calculated with the egnash code/2/. 2237 1451 156 mt=102 2237 1451 157 Calculated with the casthy code/10/. 2237 1451 158 2237 1451 159 2237 1451 160 References 2237 1451 161 1) Chiba, S. et al.: JAERI-M 92-027, p.35 (1992). 2237 1451 162 2) Yamamuro, N.: JAERI-M 90-006 (1990). 2237 1451 163 3) Kumabe, I. et al.: Nucl. Sci. Eng., 104, 280 (1990). 2237 1451 164 4) ENSDF: Evaluated Nuclear Structure Data File, BNL/NNDC. 2237 1451 165 5) Mughabghab, S.F. et al. : " Neutron Cross Sections ", Vol.1, 2237 1451 166 Part a (1981). 2237 1451 167 6) Perey, F.G.: Phys. Rev., 131, 745 (1963). 2237 1451 168 7) Arthur, E.D. and Young, P.G.: LA-8626-MS (1980). 2237 1451 169 8) Lohr, J.M. and Haeberli W.: Nucl. Phys., A232, 381 (1974). 2237 1451 170 9) Becchetti, F.D. Jr. and Greenlees G.W.: "Polarization 2237 1451 171 Phenomena in Nucl. Reactions," Univ. Wisconsin Press, p.682 2237 1451 172 (1971). 2237 1451 173 10) Igarasi, S. and Fukahori, T.: JAERI 1321 (1991). 2237 1451 174 11) Raman, S., et al.: Atom. Data and Nucl. Data Tables 36, 1 2237 1451 175 (1987) 2237 1451 176 12) Spear, R.H.: Atom. Data and Nucl. Data Table, 42, 55 (1989). 2237 1451 177 13) Kasugai, Y.: private communication (1993). 2237 1451 178 14) Ikeda, Y. et al.: JAERI 1312 (1988). 2237 1451 179 15) Kalbach C. : Phys. Rev. C37, 2350(1988). 2237 1451 180 16) Hida K.: JAERI-M 86-150 (1986) (in Japanese). 2237 1451 181 17) Young P.G. et al. : LA-12343-MS (1992). 2237 1451 182 18) Koning A.J. and Delaroche J.P. : ECN-RX-98-015 (1998). 2237 1451 183 2237 1451 184 2237 1451 185 ***************** Program LINEAR (VERSION 2007-1) ***************2237 1451 186 For All Data Greater than 1.0000E-10 barns in Absolute Value 2237 1451 187 Data Linearized Using Energy Dependent Uncertainty 2237 1451 188 Energy Accuracy 2237 1451 189 (eV) (per-cent) 2237 1451 190 ----------- ----------- 2237 1451 191 0.0 .010000000 2237 1451 192 1.00000000 .010000000 2237 1451 193 10.0000000 .100000000 2237 1451 194 2.00000E+9 .100000000 2237 1451 195 ***************** Program RECENT (VERSION 2007-1) ***************2237 1451 196 for All Data Greater than 1.0000E-10 barns in Absolute Value 2237 1451 197 Data Linearized Using Energy Dependent Uncertainty 2237 1451 198 Energy Accuracy 2237 1451 199 (eV) (per-cent) 2237 1451 200 ----------- ----------- 2237 1451 201 0.0 .010000000 2237 1451 202 1.00000000 .010000000 2237 1451 203 10.0000000 .100000000 2237 1451 204 2.00000E+9 .100000000 2237 1451 205 ***************** Program SIGMA1 (VERSION 2007-1) ***************2237 1451 206 Data Doppler Broadened to 1200.00000 Kelvin 2237 1451 207 for All Data Greater than 1.0000E-10 barns in Absolute Value 2237 1451 208 Data Linearized Using Energy Dependent Uncertainty 2237 1451 209 Energy Accuracy 2237 1451 210 (eV) (per-cent) 2237 1451 211 ----------- ----------- 2237 1451 212 0.0 .010000000 2237 1451 213 1.00000000 .010000000 2237 1451 214 10.0000000 .100000000 2237 1451 215 2.00000E+9 .100000000 2237 1451 216 ***************** Program SIGMA1 (VERSION 2007-1) ***************2237 1451 217 Data Doppler Broadened to 120000000. Kelvin 2237 1451 218 for All Data Greater than 1.0000E-10 barns in Absolute Value 2237 1451 219 Data Linearized Using Energy Dependent Uncertainty 2237 1451 220 Energy Accuracy 2237 1451 221 (eV) (per-cent) 2237 1451 222 ----------- ----------- 2237 1451 223 0.0 .010000000 2237 1451 224 1.00000000 .010000000 2237 1451 225 10.0000000 .100000000 2237 1451 226 2.00000E+9 .100000000 2237 1451 227 ***************** Program FIXUP (Version 2007-1) ****************2237 1451 228 Corrected ZA/AWR in All Sections-----------------------------Yes 2237 1451 229 Corrected Thresholds-----------------------------------------No 2237 1451 230 Extended Cross Sections to 20 MeV----------------------------No 2237 1451 231 Allow Cross Section Deletion---------------------------------Yes 2237 1451 232 Allow Cross Section Reconstruction---------------------------Yes 2237 1451 233 Make All Cross Sections Non-Negative-------------------------Yes 2237 1451 234 Delete Energies Not in Ascending Order-----------------------Yes 2237 1451 235 Deleted Duplicate Points-------------------------------------Yes 2237 1451 236 Check for Ascending MAT/MF/MT Order--------------------------Yes 2237 1451 237 Check for Legal MF/MT Numbers--------------------------------Yes 2237 1451 238 Allow Creation of Missing Sections---------------------------No 2237 1451 239 Allow Insertion of Energy Points-----------------------------No 2237 1451 240 Create Uniform Energy Grid-----------------------------------No 2237 1451 241 Delete Section if Cross Section =0 at All Energies-----------Yes 2237 1451 242 **************** Program DICTIN (VERSION 2007-1) ****************2237 1451 243 1 451 337 32237 1451 244 2 151 39 32237 1451 245 3 1 1495 12237 1451 246 3 2 219 32237 1451 247 3 4 790 22237 1451 248 3 16 64 22237 1451 249 3 17 50 22237 1451 250 3 22 39 22237 1451 251 3 28 48 22237 1451 252 3 51 81 22237 1451 253 3 52 70 22237 1451 254 3 53 62 22237 1451 255 3 54 95 22237 1451 256 3 55 92 22237 1451 257 3 56 87 22237 1451 258 3 57 69 22237 1451 259 3 58 90 22237 1451 260 3 59 72 22237 1451 261 3 60 71 22237 1451 262 3 61 67 22237 1451 263 3 91 70 22237 1451 264 3 102 323 32237 1451 265 3 103 44 22237 1451 266 3 104 42 32237 1451 267 3 105 37 32237 1451 268 3 106 28 32237 1451 269 3 107 38 32237 1451 270 3 203 44 32237 1451 271 3 207 37 32237 1451 272 4 2 106 32237 1451 273 4 51 88 22237 1451 274 4 52 71 22237 1451 275 4 53 66 22237 1451 276 4 54 26 22237 1451 277 4 55 26 22237 1451 278 4 56 26 22237 1451 279 4 57 58 22237 1451 280 4 58 26 22237 1451 281 4 59 58 22237 1451 282 4 60 58 22237 1451 283 4 61 58 22237 1451 284 6 16 315 32237 1451 285 6 17 54 32237 1451 286 6 22 274 32237 1451 287 6 28 273 32237 1451 288 6 91 624 32237 1451 289 6 203 141 32237 1451 290 6 207 166 32237 1451 291 12 16 7 32237 1451 292 12 22 6 32237 1451 293 12 28 7 32237 1451 294 12 51 3 32237 1451 295 12 52 3 32237 1451 296 12 53 3 32237 1451 297 12 54 3 32237 1451 298 12 55 3 32237 1451 299 12 56 3 32237 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1.00000E-5 300000.000 1 2 0 02237 2151 342 0.0 .450000000 0 0 3 02237 2151 343 49.5157000 0.0 0 0 24 42237 2151 344 -16800.0000 .500000000 1311.12000 1310.00000 1.12000000 0.0 2237 2151 345 56500.0000 .500000000 871.125000 870.000000 1.12500000 0.0 2237 2151 346 184900.000 .500000000 1500.90000 1500.00000 .900000000 0.0 2237 2151 347 307000.000 .500000000 18001.1000 18000.0000 1.10000000 0.0 2237 2151 348 49.5157000 0.0 1 0 156 262237 2151 349 16990.0000 1.50000000 .400000000 .300000000 .100000000 0.0 2237 2151 350 54380.0000 1.50000000 .470000000 .270000000 .200000000 0.0 2237 2151 351 76499.9000 .500000000 77.1700000 77.0000000 .170000000 0.0 2237 2151 352 81679.9000 .500000000 10.1800000 10.0000000 .180000000 0.0 2237 2151 353 84549.9000 .500000000 108.110000 108.000000 .110000000 0.0 2237 2151 354 87379.9000 1.50000000 10.2600000 10.0000000 .260000000 0.0 2237 2151 355 91999.9000 .500000000 134.230000 134.000000 .230000000 0.0 2237 2151 356 97599.9000 1.50000000 58.3850000 58.0000000 .385000000 0.0 2237 2151 357 101400.000 .500000000 116.230000 116.000000 .230000000 0.0 2237 2151 358 120600.000 1.50000000 70.2850000 70.0000000 .285000000 0.0 2237 2151 359 135500.000 .500000000 119.230000 119.000000 .230000000 0.0 2237 2151 360 194000.000 1.50000000 133.230000 133.000000 .230000000 0.0 2237 2151 361 225100.000 1.50000000 122.210000 122.000000 .210000000 0.0 2237 2151 362 227000.000 .500000000 274.230000 274.000000 .230000000 0.0 2237 2151 363 233500.000 .500000000 190.250000 190.000000 .250000000 0.0 2237 2151 364 245000.000 .500000000 236.230000 236.000000 .230000000 0.0 2237 2151 365 248000.000 .500000000 172.230000 172.000000 .230000000 0.0 2237 2151 366 250500.000 1.50000000 110.335000 110.000000 .335000000 0.0 2237 2151 367 252600.000 1.50000000 68.3900000 68.0000000 .390000000 0.0 2237 2151 368 257900.000 1.50000000 87.3700000 87.0000000 .370000000 0.0 2237 2151 369 331000.000 1.50000000 85.2300000 85.0000000 .230000000 0.0 2237 2151 370 342000.000 1.50000000 205.230000 205.000000 .230000000 0.0 2237 2151 371 346000.000 1.50000000 166.230000 166.000000 .230000000 0.0 2237 2151 372 470000.000 .500000000 967.230000 967.000000 .230000000 0.0 2237 2151 373 506000.000 .500000000 2980.23000 2980.00000 .230000000 0.0 2237 2151 374 586000.000 .500000000 905.230000 905.000000 .230000000 0.0 2237 2151 375 49.5157000 0.0 2 0 12 22237 2151 376 78749.9000 2.50000000 26.7600000 26.0000000 .760000000 0.0 2237 2151 377 290300.000 2.50000000 27.6400000 27.0000000 .640000000 0.0 2237 2151 378 2237 2 0 379 2237 0 0 380 22050.0000 49.5157000 0 0 0 02237 3 1 381 0.0 0.0 0 0 1 44742237 3 1 382 4474 2 2237 3 1 383 1.00000E-5 18740.3809 1.02999E-5 18465.5356 1.06087E-5 18194.80572237 3 1 384 1.09269E-5 17927.9210 1.12544E-5 17665.1134 1.15920E-5 17406.01002237 3 1 385 1.19395E-5 17150.8417 1.22976E-5 16899.2813 1.26662E-5 16651.54172237 3 1 386 1.30462E-5 16407.2730 1.34372E-5 16166.7773 1.38403E-5 15929.62922237 3 1 387 1.42552E-5 15696.1256 1.46827E-5 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1589.237032237 3 2 1935 .001430892 1565.93982 .001473810 1542.97084 .001517989 1520.351952237 3 2 1936 .001563521 1498.05124 .001610389 1476.09125 .001658691 1454.440132237 3 2 1937 .001708412 1433.11909 .001759655 1412.09820 .001812403 1391.397952237 3 2 1938 .001866765 1370.98881 .001922723 1350.89142 .001980394 1331.076492237 3 2 1939 .002039758 1311.56413 .002100939 1292.32627 .002163917 1273.381762237 3 2 1940 .002228823 1254.70374 .002295634 1236.31096 .002364490 1218.176832237 3 2 1941 .002435368 1200.31940 .002508415 1182.71330 .002583608 1165.375632237 3 2 1942 .002661102 1148.28190 .002740871 1131.44917 .002823082 1114.853092237 3 2 1943 .002907706 1098.51039 .002994921 1082.39760 .003084697 1066.530552237 3 2 1944 .003177221 1050.88676 .003272461 1035.48171 .003370617 1020.293362237 3 2 1945 .003471655 1005.33679 .003575785 990.590607 .003682973 976.0694722237 3 2 1946 .003793441 961.752639 .003907154 947.654198 .004024346 933.7541722237 3 2 1947 .004144980 920.066167 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1960 .013120036 517.152844 .013513323 509.572071 .013918647 502.0979712237 3 2 1961 .014335873 494.737906 .014765869 487.481401 .015208491 480.3356172237 3 2 1962 .015664661 473.290372 .016134225 466.352631 .016618162 459.5124982237 3 2 1963 .017116308 452.776742 .017629702 446.135752 .018158171 439.5960992237 3 2 1964 .018702814 433.148455 .019263450 426.799197 .019841246 420.5392682237 3 2 1965 .020436008 414.374863 .021048973 408.297195 .021679938 402.3122532237 3 2 1966 .022330215 396.411528 .022999587 390.600837 .023689445 384.8719092237 3 2 1967 .024399561 379.230392 .025268741 372.651552 .025300000 372.4212872237 3 2 1968 .026058858 366.959037 .026840000 361.580131 .027645049 356.2769122237 3 2 1969 .028473738 351.054611 .029327791 345.905793 .030206922 340.8355402237 3 2 1970 .031112960 335.836632 .032045604 330.913998 .033006792 326.0606342237 3 2 1971 .033996206 321.281323 .035015901 316.569264 .036065539 311.9291072237 3 2 1972 .037147303 307.354243 .038260833 302.849186 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172.779325 .121106371 170.245936 .124736661 167.7512142237 3 2 1986 .128478062 165.291605 .132329326 162.869539 .136298464 160.4815652237 3 2 1987 .140384153 158.130040 .144594890 155.811615 .148929273 153.5285782237 3 2 1988 .153396316 151.277679 .157994531 149.061138 .162733481 146.8757982237 3 2 1989 .167611588 144.723818 .172638996 142.602131 .177814030 140.5128332237 3 2 1990 .183147454 138.452947 .188637490 136.424508 .194295557 134.4246242237 3 2 1991 .200119770 132.455272 .206122241 130.513645 .212300971 128.6016622237 3 2 1992 .218668809 126.716597 .225223636 124.860313 .231979082 123.0301642237 3 2 1993 .238932897 121.227959 .246099545 119.451129 .253476636 117.7014292237 3 2 1994 .261079514 115.976367 .268905645 114.277646 .276971307 112.6028462237 3 2 1995 .285273811 110.953620 .293830426 109.327620 .302638301 107.7264502237 3 2 1996 .311715753 106.147829 .321059758 104.593318 .330689751 103.0607002237 3 2 1997 .340602522 101.551489 .350818688 100.063536 .361334845 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