1-H -1 ENDF/B-VII.1 Processed by Red Cullen using PREPRO2012 7100 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 1 0 10 7 125 1451 3 2100.00000 0.0 1 0 115 10 125 1451 4 1-H - 1 LANL EVAL-OCT05 G.M.Hale 125 1451 5 DIST-DEC06 20111222 125 1451 6 ----ENDF/B-VII.1 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 74 125 1451 75 Covariances were adopted from COMMARA-2.0 library in July 2011. 125 1451 76 These covariances were obtained at LANL by full scale R-matrix 125 1451 77 analysis of more than 5000 experimental data (chi-square/degree 125 1451 78 of freedom of 0.83). [1] The major channel in this case is elastic 125 1451 79 scattering, often labeled also as ''n-p'' scattering. Elastic 125 1451 80 scattering serves as neutron cross section standard from 1 keV to 125 1451 81 20 MeV, with cross sections well determined. Uncertainties for 125 1451 82 elastic scattering rise from values well below 1%, reach maximum 125 1451 83 at about 8 MeV, then gradually decrease with increasing energy. 125 1451 84 In addition to elastic scattering, covariances are supplied for 125 1451 85 radiative capture. 125 1451 86 125 1451 87 REFERENCES 125 1451 88 [1] G. M. Hale, "Covariances from light-element R-matrix 125 1451 89 analyses," Nuclear Data Sheets, 109, 2812 (2008). 125 1451 90 **************************************************************** 125 1451 91 ***************** Program LINEAR (VERSION 2012-1) *************** 125 1451 92 For All Data Greater than 1.0000E-10 barns in Absolute Value 125 1451 93 Data Linearized to Within an Accuracy of .010000000 per-cent 125 1451 94 ***************** Program SIGMA1 (VERSION 2012-1) *************** 125 1451 95 Data Doppler Broadened to 2100.00000 Kelvin 125 1451 96 For All Data Greater than 1.0000E-10 barns in Absolute Value 125 1451 97 Data Linearized Using Energy Dependent Uncertainty 125 1451 98 Energy Accuracy 125 1451 99 (eV) (per-cent) 125 1451 100 ----------- ----------- 125 1451 101 1.00000000 .010000000 125 1451 102 2.00000000 .100000000 125 1451 103 ***************** Program FIXUP (Version 2012-1) **************** 125 1451 104 Corrected ZA/AWR in All Sections-----------------------------Yes 125 1451 105 Corrected Thresholds-----------------------------------------No 125 1451 106 Extended Cross Sections to 20 MeV----------------------------No 125 1451 107 Allow Cross Section Deletion---------------------------------No 125 1451 108 Allow Cross Section Reconstruction---------------------------Yes 125 1451 109 Make All Cross Sections Non-Negative-------------------------Yes 125 1451 110 Delete Energies Not in Ascending Order-----------------------Yes 125 1451 111 Deleted Duplicate Points-------------------------------------Yes 125 1451 112 Check for Ascending MAT/MF/MT Order--------------------------Yes 125 1451 113 Check for Legal MF/MT Numbers--------------------------------Yes 125 1451 114 Allow Creation of Missing Sections---------------------------Yes 125 1451 115 Allow Insertion of Energy Points-----------------------------No 125 1451 116 Uniform Energy Grid for ALL MT-------------------------------No 125 1451 117 Delete Section if Cross Section =0 at All Energies-----------Yes 125 1451 118 **************** Program DICTIN (VERSION 2012-1) **************** 125 1451 119 1 451 129 5 125 1451 120 2 151 4 0 125 1451 121 3 1 281 4 125 1451 122 3 2 139 4 125 1451 123 3 102 169 5 125 1451 124 4 2 196 4 125 1451 125 6 102 201 4 125 1451 126 33 1 5 5 125 1451 127 33 2 21 5 125 1451 128 33 102 21 5 125 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 1 834 125 3 1 139 834 2 125 3 1 140 1.00000E-5 3120.13983 1.03223E-5 3071.04426 1.06549E-5 3022.73237 125 3 1 141 1.09983E-5 2975.17195 1.13527E-5 2928.36609 1.17186E-5 2882.28923 125 3 1 142 1.20962E-5 2836.94606 1.24861E-5 2792.30356 1.28884E-5 2748.38030 125 3 1 143 1.33038E-5 2705.13430 1.37325E-5 2662.57970 1.41751E-5 2620.68191 125 3 1 144 1.46318E-5 2579.45794 1.51034E-5 2538.87169 1.55901E-5 2498.93138 125 3 1 145 1.60925E-5 2459.61506 1.66111E-5 2420.91901 1.71464E-5 2382.83112 125 3 1 146 1.76990E-5 2345.34234 1.82694E-5 2308.43947 1.88581E-5 2272.12533 125 3 1 147 1.94659E-5 2236.37351 2.00931E-5 2201.19432 2.07407E-5 2166.56086 125 3 1 148 2.14090E-5 2132.47795 2.20990E-5 2098.92715 2.28111E-5 2065.90707 125 3 1 149 2.35463E-5 2033.40315 2.43051E-5 2001.41470 2.50884E-5 1969.92445 125 3 1 150 2.58968E-5 1938.93599 2.67314E-5 1908.43119 2.75928E-5 1878.40803 125 3 1 151 2.84821E-5 1848.85456 2.93999E-5 1819.76996 3.03474E-5 1791.13982 125 3 1 152 3.13253E-5 1762.96277 3.23349E-5 1735.22603 3.33769E-5 1707.92930 125 3 1 153 3.44525E-5 1681.05966 3.55627E-5 1654.61420 3.67089E-5 1628.58190 125 3 1 154 3.78918E-5 1602.96380 3.91130E-5 1577.74437 4.03734E-5 1552.92616 125 3 1 155 4.16745E-5 1528.49506 4.30174E-5 1504.45092 4.44038E-5 1480.78272 125 3 1 156 4.58347E-5 1457.48933 4.73119E-5 1434.55937 4.88364E-5 1411.99412 125 3 1 157 5.04104E-5 1389.78490 5.04247E-5 1389.58318 5.20348E-5 1367.92413 125 3 1 158 5.20498E-5 1367.72240 5.37118E-5 1346.40458 5.37271E-5 1346.20838 125 3 1 159 5.54426E-5 1325.22577 5.54586E-5 1325.03012 5.72294E-5 1304.37807 125 3 1 160 5.72457E-5 1304.18802 5.90736E-5 1283.86048 5.90906E-5 1283.67148 125 3 1 161 6.09774E-5 1263.66427 6.09948E-5 1263.47981 6.29424E-5 1243.78689 125 3 1 162 6.29605E-5 1243.60392 6.49709E-5 1224.22110 6.49894E-5 1224.04278 125 3 1 163 6.70645E-5 1204.96536 6.70839E-5 1204.78706 6.92259E-5 1186.00994 125 3 1 164 6.92456E-5 1185.83729 7.14567E-5 1167.35492 7.14773E-5 1167.18277 125 3 1 165 7.37596E-5 1148.99140 7.37805E-5 1148.82486 7.61364E-5 1130.92016 125 3 1 166 7.61584E-5 1130.75300 7.85902E-5 1113.12984 7.86125E-5 1112.96827 125 3 1 167 8.11227E-5 1095.62235 8.11461E-5 1095.46069 8.37371E-5 1078.38823 125 3 1 168 8.37609E-5 1078.23144 8.64355E-5 1061.42723 8.64604E-5 1061.27082 125 3 1 169 8.92211E-5 1044.73157 8.92465E-5 1044.57944 9.20962E-5 1028.30026 125 3 1 170 9.21228E-5 1028.14835 9.50643E-5 1012.12542 9.50913E-5 1011.97838 125 3 1 171 9.81277E-5 996.207445 9.81560E-5 996.060493 1.01290E-4 980.539073 125 3 1 172 1.01319E-4 980.395484 1.04554E-4 965.117890 1.04584E-4 964.976248 125 3 1 173 1.07924E-4 949.934056 1.07954E-4 949.798980 1.11401E-4 935.000029 125 3 1 174 1.11434E-4 934.858386 1.14992E-4 920.289065 1.15024E-4 920.158064 125 3 1 175 1.18697E-4 905.820388 1.18732E-4 905.683799 1.22523E-4 891.573147 125 3 1 176 1.22558E-4 891.442904 1.26471E-4 877.551539 1.26507E-4 877.423769 125 3 1 177 1.30547E-4 863.749857 1.30584E-4 863.624657 1.34754E-4 850.166212 125 3 1 178 1.34792E-4 850.043599 1.39096E-4 836.798367 1.39136E-4 836.675301 125 3 1 179 1.43579E-4 823.637744 1.43620E-4 823.517463 1.48206E-4 810.685221 125 3 1 180 1.48248E-4 810.567728 1.52982E-4 797.937756 1.53026E-4 797.820397 125 3 1 181 1.57912E-4 785.390123 1.57957E-4 785.275669 1.63001E-4 773.040086 125 3 1 182 1.63048E-4 772.926103 1.68254E-4 760.884675 1.68302E-4 760.773679 125 3 1 183 1.73676E-4 748.920516 1.73726E-4 748.810261 1.79273E-4 737.144345 125 3 1 184 1.79324E-4 737.037114 1.85050E-4 725.554622 1.85103E-4 725.448366 125 3 1 185 1.91014E-4 714.145315 1.91068E-4 714.042082 1.97169E-4 702.918514 125 3 1 186 1.97226E-4 702.814616 2.03524E-4 691.864532 2.03581E-4 691.765453 125 3 1 187 2.10082E-4 680.989073 2.10143E-4 680.887981 2.16853E-4 670.281210 125 3 1 188 2.16914E-4 670.184809 2.23840E-4 659.745819 2.23905E-4 659.647874 125 3 1 189 2.31054E-4 649.373275 2.31120E-4 649.278443 2.38500E-4 639.164946 125 3 1 190 2.38569E-4 639.070412 2.46186E-4 629.116773 2.46256E-4 629.025322 125 3 1 191 2.54119E-4 619.228569 2.54193E-4 619.136393 2.62309E-4 609.494143 125 3 1 192 2.62384E-4 609.405061 2.70762E-4 599.913876 2.70840E-4 599.825535 125 3 1 193 2.79488E-4 590.484319 2.79568E-4 590.397927 2.88494E-4 581.203837 125 3 1 194 2.88578E-4 581.117336 2.97792E-4 572.068257 2.97877E-4 571.984799 125 3 1 195 3.07388E-4 563.077806 3.07477E-4 562.994479 3.17295E-4 554.227493 125 3 1 196 3.17385E-4 554.147147 3.27519E-4 545.518653 3.27614E-4 545.437786 125 3 1 197 3.38075E-4 536.944943 3.38171E-4 536.867024 3.48969E-4 528.507879 125 3 1 198 3.49070E-4 528.429710 3.60216E-4 520.202318 3.60318E-4 520.127045 125 3 1 199 3.71823E-4 512.029423 3.71931E-4 511.953428 3.83807E-4 503.983499 125 3 1 200 3.83916E-4 503.910367 3.96174E-4 496.065926 3.96289E-4 495.992350 125 3 1 201 4.08942E-4 488.272048 4.09059E-4 488.200678 4.22120E-4 480.601381 125 3 1 202 4.22242E-4 480.530415 4.35724E-4 473.050945 4.35848E-4 472.982170 125 3 1 203 4.49765E-4 465.620505 4.49895E-4 465.551756 4.64260E-4 458.306094 125 3 1 204 4.64392E-4 458.239530 4.79221E-4 451.107852 4.79359E-4 451.041500 125 3 1 205 4.94665E-4 444.022567 4.94806E-4 443.957925 5.10605E-4 437.049573 125 3 1 206 5.10753E-4 436.984873 5.27061E-4 430.185514 5.27211E-4 430.122990 125 3 1 207 5.44045E-4 423.430714 5.44202E-4 423.368315 5.61579E-4 416.781435 125 3 1 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308.568547 125 3 1 221 .001059031 303.776335 .001059332 303.732327 .001093157 299.015706 125 3 1 222 .001093472 298.971792 .001128388 294.329559 .001128708 294.287025 125 3 1 223 .001164749 289.718232 .001165085 289.675649 .001202287 285.179009 125 3 1 224 .001202628 285.137803 .001241029 280.712313 .001241387 280.671066 125 3 1 225 .001281026 276.315444 .001281390 276.275456 .001322305 271.988776 125 3 1 226 .001322687 271.948764 .001364921 267.729819 .001365309 267.691069 125 3 1 227 .001408904 263.538866 .001409311 263.500111 .001454311 259.413590 125 3 1 228 .001454725 259.376003 .001501175 255.354054 .001501608 255.316571 125 3 1 229 .001549556 251.358208 .001549996 251.321893 .001599488 247.426227 125 3 1 230 .001599950 247.389870 .001651037 243.555897 .001651507 243.520633 125 3 1 231 .001704240 239.747300 .001704732 239.712103 .001759165 235.998480 125 3 1 232 .001759665 235.964377 .001815853 232.309534 .001816377 232.275458 125 3 1 233 .001874375 228.678504 .001874907 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