1-H - 1 ENDF/B-VII.0 Processed by Red Cullen using PREPRO2007. 1 0 0 0 1001.00000 .999167300 0 0 0 5 125 1451 1 0.0 0.0 0 0 0 6 125 1451 2 1.00000000 20000000.0 8 0 10 7 125 1451 3 120000.000 0.0 1 0 118 7 125 1451 4 1-H - 1 LANL EVAL-OCT05 G.M.Hale 125 1451 5 DIST-DEC06 125 1451 6 ----ENDF/B-VII MATERIAL 125 125 1451 7 -----INCIDENT NEUTRON DATA 125 1451 8 ------ENDF-6 FORMAT 125 1451 9 125 1451 10 **************************************************************** 125 1451 11 The new R-matrix analysis of the N-N system on which the ENDF/B- 125 1451 12 VII evaluation for 1H is based differs from the previous one use 125 1451 13 for ENDF/B-VI in several respects. Firstly, the n-p capture 125 1451 14 reaction (MT=102), and its inverse, deuteron photo- 125 1451 15 disintegration, were a part of the analysis, rather than added 125 1451 16 later as before. The analysis used a new method for including 125 1451 17 photon channels in R-matrix theory [1], which gave a better 125 1451 18 description of the E1 transitions, in particular. The data for 125 1451 19 these reactions are mostly integrated and differential cross 125 1451 20 sections, but some information about polarizations was also 125 1451 21 included. The thermal capture cross section was taken to be 125 1451 22 332.0 mb, as was the recommendation from preliminary data 125 1451 23 testing. Good agreement was obtained with recent cross-section 125 1451 24 measurements [2,3] by astrophysical groups in the 20-550 keV 125 1451 25 range, as well as with earlier measurements that had been done 125 1451 26 mostly as photo-disintegration experiments at energies below 14 125 1451 27 MeV. 125 1451 28 The new analysis includes several additional measurements of the 125 1451 29 total cross section (MT=1). The evaluated cross section 125 1451 30 deviates at most by about -0.5% around 10 MeV from that of 125 1451 31 ENDF/B-VI. The estimated uncertainty of the MT=1 cross section 125 1451 32 is given at 2 MeV steps in the following table: 125 1451 33 En Uncert. (%) 125 1451 34 0 0.20 125 1451 35 2 0.22 125 1451 36 4 0.30 125 1451 37 6 0.36 125 1451 38 8 0.44 125 1451 39 10 0.50 125 1451 40 12 0.49 125 1451 41 14 0.46 125 1451 42 16 0.40 125 1451 43 18 0.35 125 1451 44 20 0.30 125 1451 45 125 1451 46 For n-p scattering (MT=2), new information was included about the 125 1451 47 low-energy cross sections (MF=3) and about the angular 125 1451 48 distributions (MF=4). A new measurement of the angular 125 1451 49 distribution at 10 MeV [4], plus corrections to earlier data at 125 1451 50 14 MeV, moved the back-angle asymmetry in the 10-14 MeV range to 125 1451 51 values that lie between those obtained for ENDF/B-V and ENDF/B- 125 1451 52 VI. The addition of the latest value of the thermal coherent 125 1451 53 scattering length [5] had the interesting effect of reducing the 125 1451 54 "zero-energy" scattering cross section somewhat to agree 125 1451 55 perfectly with an earlier measurement by Houk [6], and disagree 125 1451 56 with the later, more precise, value of Dilg [7]. The 125 1451 57 covariances for MT=2 will be added later, but the uncertainties 125 1451 58 on the integrated cross section should be similar to those 125 1451 59 listed above for the total cross section. 125 1451 60 125 1451 61 REFERENCES 125 1451 62 125 1451 63 [1] G. M. Hale and A. S. Johnson, Proc. 17th Int. IUPAP Conf. on 125 1451 64 Few-Body Problems in Physics, 5-10 June 2003, Durham NC, W. 125 1451 65 Gloeckle and W. Tornow, eds., Elsevier B.V., pp. S120-S122 125 1451 66 (2004). 125 1451 67 [2] T. S. Suzuki et al., Astrophys. Lett. 449, L59 (1995). 125 1451 68 [3] Y. Nagai et al., Phys. Rev. C 56, 3173 (1997). 125 1451 69 [4] N. Boukharouba et al., Phys. Rev. C 65, 014004 (2002). 125 1451 70 [5] K. Schoen et al., Phys. Rev. C 67, 044005 (2003). 125 1451 71 [6] T. L. Houk, Phys. Rev. C 3, 1886 (1971). 125 1451 72 [7] W. Dilg, Phys. Rev. C 11, 103 (1975). 125 1451 73 **************************************************************** 125 1451 74 ***************** Program LINEAR (VERSION 2007-1) *************** 125 1451 75 For All Data Greater than 1.0000E-10 barns in Absolute Value 125 1451 76 Data Linearized Using Energy Dependent Uncertainty 125 1451 77 Energy Accuracy 125 1451 78 (eV) (per-cent) 125 1451 79 ----------- ----------- 125 1451 80 0.0 .010000000 125 1451 81 1.00000000 .010000000 125 1451 82 10.0000000 .100000000 125 1451 83 2.00000E+9 .100000000 125 1451 84 ***************** Program SIGMA1 (VERSION 2007-1) *************** 125 1451 85 Data Doppler Broadened to 1200.00000 Kelvin 125 1451 86 for All Data Greater than 1.0000E-10 barns in Absolute Value 125 1451 87 Data Linearized Using Energy Dependent Uncertainty 125 1451 88 Energy Accuracy 125 1451 89 (eV) (per-cent) 125 1451 90 ----------- ----------- 125 1451 91 0.0 .010000000 125 1451 92 1.00000000 .010000000 125 1451 93 10.0000000 .100000000 125 1451 94 2.00000E+9 .100000000 125 1451 95 ***************** Program SIGMA1 (VERSION 2007-1) *************** 125 1451 96 Data Doppler Broadened to 120000.000 Kelvin 125 1451 97 for All Data Greater than 1.0000E-10 barns in Absolute Value 125 1451 98 Data Linearized Using Energy Dependent Uncertainty 125 1451 99 Energy Accuracy 125 1451 100 (eV) (per-cent) 125 1451 101 ----------- ----------- 125 1451 102 0.0 .010000000 125 1451 103 1.00000000 .010000000 125 1451 104 10.0000000 .100000000 125 1451 105 2.00000E+9 .100000000 125 1451 106 ***************** Program FIXUP (Version 2007-1) **************** 125 1451 107 Corrected ZA/AWR in All Sections-----------------------------Yes 125 1451 108 Corrected Thresholds-----------------------------------------No 125 1451 109 Extended Cross Sections to 20 MeV----------------------------No 125 1451 110 Allow Cross Section Deletion---------------------------------Yes 125 1451 111 Allow Cross Section Reconstruction---------------------------Yes 125 1451 112 Make All Cross Sections Non-Negative-------------------------Yes 125 1451 113 Delete Energies Not in Ascending Order-----------------------Yes 125 1451 114 Deleted Duplicate Points-------------------------------------Yes 125 1451 115 Check for Ascending MAT/MF/MT Order--------------------------Yes 125 1451 116 Check for Legal MF/MT Numbers--------------------------------Yes 125 1451 117 Allow Creation of Missing Sections---------------------------No 125 1451 118 Allow Insertion of Energy Points-----------------------------No 125 1451 119 Create Uniform Energy Grid-----------------------------------No 125 1451 120 Delete Section if Cross Section =0 at All Energies-----------Yes 125 1451 121 **************** Program DICTIN (VERSION 2007-1) **************** 125 1451 122 1 451 129 5 125 1451 123 2 151 4 0 125 1451 124 3 1 206 4 125 1451 125 3 2 166 4 125 1451 126 3 102 181 5 125 1451 127 4 2 196 4 125 1451 128 6 102 201 4 125 1451 129 125 1 0 130 125 0 0 131 1001.00000 .999167300 0 0 1 0 125 2151 132 1001.00000 1.00000000 0 0 1 0 125 2151 133 1.00000E-5 100000.000 0 0 0 0 125 2151 134 .500000000 1.27655300 0 0 0 0 125 2151 135 125 2 0 136 125 0 0 137 1001.00000 .999167300 0 0 0 0 125 3 1 138 0.0 0.0 0 0 1 608 125 3 1 139 608 2 125 3 1 140 1.00000E-5 23008.5162 1.02999E-5 22671.0749 1.06087E-5 22338.6863 125 3 1 141 1.09269E-5 22011.0186 1.12544E-5 21688.3566 1.15920E-5 21370.2425 125 3 1 142 1.19395E-5 21056.9596 1.22976E-5 20748.1064 1.26662E-5 20443.9439 125 3 1 143 1.30462E-5 20144.0431 1.34372E-5 19848.7746 1.38403E-5 19557.6161 125 3 1 144 1.42552E-5 19270.9321 1.46827E-5 18988.2840 1.51229E-5 18709.9118 125 3 1 145 1.55765E-5 18435.4505 1.60434E-5 18165.2241 1.65246E-5 17898.7717 125 3 1 146 1.70199E-5 17636.3935 1.75304E-5 17377.7205 1.80559E-5 17122.9586 125 3 1 147 1.85975E-5 16871.8013 1.91550E-5 16624.4708 1.97295E-5 16380.6342 125 3 1 148 2.03209E-5 16140.4951 2.09305E-5 15903.7291 2.15579E-5 15670.6091 125 3 1 149 2.22045E-5 15440.7463 2.28701E-5 15214.4025 2.35561E-5 14991.2247 125 3 1 150 2.42622E-5 14771.4772 2.49899E-5 14554.8109 2.57390E-5 14341.4465 125 3 1 151 2.65110E-5 14131.0943 2.73057E-5 13923.9350 2.81247E-5 13719.7097 125 3 1 152 2.89678E-5 13518.5782 2.98367E-5 13320.2845 3.07311E-5 13125.0223 125 3 1 153 3.16528E-5 12932.5109 3.26017E-5 12742.9237 3.35795E-5 12556.0152 125 3 1 154 3.45861E-5 12371.9489 3.56235E-5 12190.4765 3.66913E-5 12011.7741 125 3 1 155 3.77919E-5 11835.5825 3.89247E-5 11662.0847 4.00923E-5 11491.0192 125 3 1 156 4.12941E-5 11322.5757 4.25327E-5 11156.4903 4.38076E-5 10992.9506 125 3 1 157 4.51216E-5 10831.7059 4.64742E-5 10672.9216 4.78681E-5 10516.3747 125 3 1 158 4.93030E-5 10362.2095 5.07818E-5 10210.2210 5.23041E-5 10060.5429 125 3 1 159 5.38729E-5 9912.97596 5.54878E-5 9767.65859 5.71521E-5 9624.38926 125 3 1 160 5.88653E-5 9483.30079 6.06310E-5 9344.19643 6.24484E-5 9207.22134 125 3 1 161 6.43215E-5 9072.17241 6.62496E-5 8939.17922 6.82368E-5 8808.05677 125 3 1 162 7.02822E-5 8678.94044 7.23903E-5 8551.63785 7.45603E-5 8426.27785 125 3 1 163 7.67967E-5 8302.67946 7.90987E-5 8180.97086 8.14712E-5 8060.97471 125 3 1 164 8.39134E-5 7942.80536 8.64304E-5 7826.29877 8.90212E-5 7711.57343 125 3 1 165 9.16913E-5 7598.46194 9.44399E-5 7487.07324 9.72725E-5 7377.25503 125 3 1 166 1.00188E-4 7269.10882 1.03193E-4 7162.50272 1.06287E-4 7057.48986 125 3 1 167 1.09475E-4 6953.96548 1.12756E-4 6852.03167 1.16139E-4 6751.51224 125 3 1 168 1.19620E-4 6652.55487 1.23208E-4 6554.97057 1.26901E-4 6458.88533 125 3 1 169 1.30707E-4 6364.15694 1.34626E-4 6270.85401 1.38664E-4 6178.86282 125 3 1 170 1.42820E-4 6088.29674 1.47104E-4 5998.99212 1.51513E-4 5911.05418 125 3 1 171 1.56058E-4 5824.35234 1.60736E-4 5738.97161 1.65557E-4 5654.79696 125 3 1 172 1.70520E-4 5571.89881 1.75635E-4 5490.16502 1.80899E-4 5409.68994 125 3 1 173 1.86325E-4 5330.34742 1.91911E-4 5252.20339 1.97667E-4 5175.16444 125 3 1 174 2.03592E-4 5099.30168 2.09699E-4 5024.50437 2.15985E-4 4950.85135 125 3 1 175 2.22463E-4 4878.23470 2.29132E-4 4806.72280 2.36004E-4 4736.22246 125 3 1 176 2.43079E-4 4666.79022 2.50370E-4 4598.33736 2.57875E-4 4530.93147 125 3 1 177 2.65610E-4 4464.47070 2.73572E-4 4399.02794 2.81777E-4 4334.50635 125 3 1 178 2.90224E-4 4270.96449 2.98929E-4 4208.31877 3.07890E-4 4146.62933 125 3 1 179 3.17125E-4 4085.80531 3.26631E-4 4025.91392 3.36428E-4 3966.86217 125 3 1 180 3.46513E-4 3908.71287 3.56906E-4 3851.38149 3.67605E-4 3794.92390 125 3 1 181 3.78631E-4 3739.26016 3.89981E-4 3684.44767 4.01678E-4 3630.40491 125 3 1 182 4.13719E-4 3577.18772 4.26128E-4 3524.71816 4.38901E-4 3473.05044 125 3 1 183 4.52066E-4 3422.10926 4.65617E-4 3371.94492 4.79583E-4 3322.48698 125 3 1 184 4.93959E-4 3273.78289 5.08775E-4 3225.76483 5.24026E-4 3178.47867 125 3 1 185 5.39744E-4 3131.85831 5.55923E-4 3085.94908 5.72598E-4 3040.68593 125 3 1 186 5.89762E-4 2996.11332 6.07452E-4 2952.16740 6.25661E-4 2908.89299 125 3 1 187 6.44427E-4 2866.22722 6.63744E-4 2824.21193 6.83653E-4 2782.78828 125 3 1 188 7.04146E-4 2741.99624 7.25267E-4 2701.77793 7.47007E-4 2662.17415 125 3 1 189 7.69413E-4 2623.12790 7.92477E-4 2584.67596 8.16247E-4 2546.76622 125 3 1 190 8.40715E-4 2509.43404 8.65932E-4 2472.62741 8.91889E-4 2436.38270 125 3 1 191 9.18641E-4 2400.64751 9.46178E-4 2365.45818 9.74558E-4 2330.76370 125 3 1 192 .001003771 2296.59855 .001033879 2262.91407 .001064871 2229.74371 125 3 1 193 .001096811 2197.03967 .001129689 2164.83529 .001163573 2133.08378 125 3 1 194 .001198452 2101.81665 .001234399 2070.98970 .001271402 2040.63275 125 3 1 195 .001309537 2010.70280 .001348791 1981.23021 .001389247 1952.17231 125 3 1 196 .001430892 1923.55716 .001473810 1895.34517 .001517989 1867.56325 125 3 1 197 .001563521 1840.17216 .001610389 1813.19962 .001658691 1786.60647 125 3 1 198 .001708412 1760.41879 .001759655 1734.59980 .001812403 1709.17470 125 3 1 199 .001866765 1684.10718 .001922723 1659.42261 .001980394 1635.08501 125 3 1 200 .002039758 1611.11909 .002100939 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294.251952 125 3 1 239 .063224464 289.952966 .065119683 285.719827 .067072909 281.546502 125 3 1 240 .069083489 277.437115 .071155607 273.385809 .073288570 269.396586 125 3 1 241 .075486817 265.463761 .077749613 261.591219 .080081665 257.773444 125 3 1 242 .082482197 254.014203 .084956200 250.308144 .087502851 246.658922 125 3 1 243 .090127446 243.061343 .092829111 239.518954 .095613464 236.026713 125 3 1 244 .098479577 232.588068 .101433412 229.198119 .104473985 225.860211 125 3 1 245 .107607619 222.569593 .110833270 219.329511 .114157646 216.135352 125 3 1 246 .117579641 212.990267 .121106371 209.889777 .124736661 206.836943 125 3 1 247 .128478062 203.827416 .132329326 200.864168 .136298464 197.942977 125 3 1 248 .140384153 195.066729 .144594890 192.231323 .148929273 189.439561 125 3 1 249 .153396316 186.687465 .157994531 183.977754 .162733481 181.306566 125 3 1 250 .167611588 178.676538 .172638996 176.083924 .177814030 173.531285 125 3 1 251 .183147454 171.014982 .188637490 168.537502 .194295557 166.095314 125 3 1 252 .200119770 163.690829 .206122241 161.320622 .212300971 158.987034 125 3 1 253 .218668809 156.686739 .225223636 154.422009 .231979082 152.189618 125 3 1 254 .238932897 149.991769 .246099545 147.825332 .253476636 145.692445 125 3 1 255 .261079514 143.590069 .268905645 141.520280 .276971307 139.480130 125 3 1 256 .285273811 137.471632 .293830426 135.491926 .302638301 133.542965 125 3 1 257 .311715753 131.621973 .321059758 129.730847 .330689751 127.866891 125 3 1 258 .340602522 126.031946 .350818688 124.223399 .361334845 122.443033 125 3 1 259 .372172865 120.688313 .383329135 118.960972 .394826860 117.258547 125 3 1 260 .406662208 115.582719 .418859794 113.931101 .431415555 112.305323 125 3 1 261 .444355602 110.703068 .457675626 109.125918 .471403329 107.571626 125 3 1 262 .485534136 106.041726 .500097438 104.534037 .515088382 103.050049 125 3 1 263 .530538145 101.587645 .546441581 100.148271 .562831765 98.7298733 125 3 1 264 .579703235 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