IAEA-NDS ENDF Download System, v-2008-07-22 0 0 0 0 2.906500+4 6.437003+1 -1 0 0 12931 1451 1 0.000000+0 0.000000+0 0 0 0 62931 1451 2 9.986200-1 1.500000+8 6 0 10010 62931 1451 3 0.000000+0 0.000000+0 0 0 205 52931 1451 4 29-Cu- 65 LANL EVAL-FEB98 A.KONING,M.CHADWICK,P.YOUNG 2931 1451 5 Ch97,Ch99 DIST-AUG99 19990907 2931 1451 6 ----ENDF/B-VI MATERIAL 2931 2931 1451 7 -----INCIDENT PROTON DATA 2931 1451 8 ------ENDF-6 FORMAT 2931 1451 9 2931 1451 10 **************************************************************** 2931 1451 11 2931 1451 12 ENDF/B-VI MOD 1 Evaluation, February 1998, A.J.Koning (ECN), 2931 1451 13 M.B. Chadwick and P.G. Young (LANL) 2931 1451 14 2931 1451 15 This evaluation provides a complete representation of the 2931 1451 16 nuclear data needed for transport, damage, heating, 2931 1451 17 radioactivity, and shielding applications over the incident 2931 1451 18 proton energy range from 1 to 150 MeV. The evaluation utilizes 2931 1451 19 MF=6, MT=5 to represent all reaction data. Production cross 2931 1451 20 sections and emission spectra are given for neutrons, protons, 2931 1451 21 deuterons, tritons, alpha particles, gamma rays, and all residual 2931 1451 22 nuclides produced (A>5) in the reaction chains. To summarize, the 2931 1451 23 ENDF sections with non-zero data above are: 2931 1451 24 2931 1451 25 MF=3 MT= 2 Integral of nuclear plus interference components 2931 1451 26 of the elastic scattering cross section 2931 1451 27 2931 1451 28 MT= 5 Sum of binary (p,n') and (p,x) reactions 2931 1451 29 2931 1451 30 MF=6 MT= 2 Elastic (p,p) angular distributions given as 2931 1451 31 2931 1451 32 ratios of the differential nuclear-plus- 2931 1451 33 interference to the integrated value. 2931 1451 34 2931 1451 35 MT= 5 Production cross sections and energy-angle 2931 1451 36 2931 1451 37 distributions for emission neutrons, protons, 2931 1451 38 2931 1451 39 deuterons, and alphas; and angle-integrated 2931 1451 40 2931 1451 41 spectra for gamma rays and residual nuclei that 2931 1451 42 2931 1451 43 are stable against particle emission 2931 1451 44 2931 1451 45 The evaluation is based on nuclear model calculations that have 2931 1451 46 been benchmarked to experimental data, especially for n + Cu65 2931 1451 47 and p + Cu65 reactions [Ch98]. We use the GNASH code system 2931 1451 48 [Yo92], which utilizes Hauser-Feshbach statistical, 2931 1451 49 preequilibrium and direct-reaction theories. Spherical optical 2931 1451 50 model calculations are used to obtain particle transmission 2931 1451 51 coefficients for the Hauser-Feshbach calculations, as well as for 2931 1451 52 the elastic proton angular distributions. 2931 1451 53 Cross sections and spectra for producing individual residual 2931 1451 54 nuclei are included for reactions. The energy-angle-correlations 2931 1451 55 for all outgoing particles are based on Kalbach systematics 2931 1451 56 [Ka88]. 2931 1451 57 A model was developed to calculate the energy distributions of 2931 1451 58 all recoil nuclei in the GNASH calculations [Ch96a]. The recoil 2931 1451 59 energy distributions are represented in the laboratory system in 2931 1451 60 MT=5, MF=6, and are given as isotropic in the lab system. All 2931 1451 61 other data in MT=5,MF=6 are given in the center-of-mass system. 2931 1451 62 This method of representation utilizes the LCT=3 option approved 2931 1451 63 at the November, 1996, CSEWG meeting. 2931 1451 64 Preequilibrium corrections were performed in the course of the 2931 1451 65 GNASH calculations using the exciton model of Kalbach [Ka77, 2931 1451 66 Ka85], validated by comparison with calculations using Feshbach, 2931 1451 67 Kerman, Koonin (FKK) theory [Ch93]. Discrete level data from 2931 1451 68 nuclear data sheets were matched to continuum level densities 2931 1451 69 using the formulation of Ignatyuk et al. [Ig75] and pairing and 2931 1451 70 shell parameters from the Cook [Co67] analysis. Neutron and 2931 1451 71 charged- particle transmission coefficients were obtained from 2931 1451 72 the optical potentials, as discussed below. Gamma-ray 2931 1451 73 transmission coefficients were calculated using the Kopecky-Uhl 2931 1451 74 model [Ko90]. 2931 1451 75 2931 1451 76 SPECIFIC INFORMATION CONCERNING THE Cu-65 EVALUATION 2931 1451 77 2931 1451 78 This evaluation is documented in some detail in Ref. [Ko98b]. 2931 1451 79 2931 1451 80 To obtain the neutron optical potential we used total cross 2931 1451 81 section data from 1.2 to 4.5 MeV [Gu86] and from 5.3 to 600 MeV 2931 1451 82 [Fi93], and elastic scattering angular distribution data from 1.6 2931 1451 83 to 96 MeV [Br50, Sa60, Ki74, El82, Gu86]. The optical potential 2931 1451 84 parameters were obtained using a combination of a grid search 2931 1451 85 code and the interactive optical model viewer ECISVIEW [Ko97], 2931 1451 86 both built around the coupled channels code ECIS96 [Ra94]. The 2931 1451 87 energy dependence of the optical model parameters is as described 2931 1451 88 in [Ko98]. This optical potential was used for the calculation, 2931 1451 89 with ECIS96, of neutron transmission coefficients and DWBA cross 2931 1451 90 sections for the entire energy region above 20 MeV. 2931 1451 91 2931 1451 92 Due to the lack of proton elastic scattering data in numerical 2931 1451 93 form, we used a combination of global optical models for the 2931 1451 94 proton channel. The Becchetti-Greenlees potential [Be69] was 2931 1451 95 adopted below 47 MeV, and the non-relativistic version of the 2931 1451 96 Madland potential [Ma88] above 47 MeV. At this particular energy 2931 1451 97 point the two potentials join smoothly. The calculated proton 2931 1451 98 transmission coefficients were then renormalized, to a reaction 2931 1451 99 cross section value scaled by A**2/3 from our evaluated reaction 2931 1451 100 cross section for Cu63, which we showed described experimental 2931 1451 101 data well. 2931 1451 102 2931 1451 103 For deuterons, the Lohr-Haeberli global potential [Lo74] was 2931 1451 104 used; for alpha particles the Moyen potential (MacFadden-Satchler 2931 1451 105 [Mc66]) was used; and for tritons the Becchetti-Greenlees 2931 1451 106 potential [Be71] was used. The He-3 channel was ignored. 2931 1451 107 2931 1451 108 Following Delaroche et al. [De82], we adopted the weak-coupling 2931 1451 109 model for direct collective inelastic scattering for Cu-65, using 2931 1451 110 Ni-64 as a basis. For the calculation of the cross sections, 2931 1451 111 ECIS96 was used in DWBA mode. We used the following direct 2931 1451 112 transitions for Cu-65 (ground state 3/2- ) : 2931 1451 113 2931 1451 114 Jpi Ex(MeV) Deformation length/parameter 2931 1451 115 0.5- 0.771 Beta(2)=0.0566 2931 1451 116 2.5- 1.116 Beta(2)=0.0980 2931 1451 117 3.5- 1.481 Beta(2)=0.1132 2931 1451 118 1.5- 1.743 Beta(2)=0.0800 2931 1451 119 1.5- 3.185 Delta(3)=0.3167 2931 1451 120 2.5- 3.435 Delta(3)=0.3879 2931 1451 121 3.5- 3.685 Delta(3)=0.4479 2931 1451 122 4.5- 3.935 Delta(3)=0.5008 2931 1451 123 2931 1451 124 Two measurements exist for proton-induced emission spectra above 2931 1451 125 20 MeV for 65Cu: the 26.7 MeV (p,xn) and (p,xp) data by Holler et 2931 1451 126 al [Ho85]. The partial level density parameters have been 2931 1451 127 slightly adjusted to obtain good agreement with these 2931 1451 128 experimental data [Ko98b]. 2931 1451 129 2931 1451 130 **************************************************************** 2931 1451 131 2931 1451 132 REFERENCES 2931 1451 133 2931 1451 134 [Ab93] W. Abfalterer, R.W. Finlay, S.M. Grimes, and V. Mishra, 2931 1451 135 Phys.Rev. C47, 1033 (1993) 2931 1451 136 [Al83] R. Alarcon and J. Rapaport, Nucl.Phys. A458, 502 (1986) 2931 1451 137 [Be69] F.D. Becchetti, Jr., and G.W. Greenlees, Phys.Rev. 182, 2931 1451 138 1190 (1969) 2931 1451 139 [Be71] F.D. Becchetti, Jr., and G.W. Greenlees in "Polarization 2931 1451 140 Phenomena in Nuclear Reactions," (Ed: H.H. Barschall and W. 2931 1451 141 Haeberli, The University of Wisconsin Press, 1971) p.682. 2931 1451 142 [Br50] A. Bratenahl, S. Fernbach, R.H. Hildebrand et al., 2931 1451 143 Phys.Rev. 77, 597 (1950) 2931 1451 144 [Ch93] M.B. Chadwick and P.G. 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Chadwick, 2931 1451 205 "Comprehensive Nuclear Model Calculations: Introduction to the 2931 1451 206 Theory and Use of the GNASH Code," report LA-12343-MS (1992) 2931 1451 207 2931 1451 208 ************************ C O N T E N T S ************************2931 1451 209 1 451 214 12931 1451 210 3 2 18 12931 1451 211 3 5 65 12931 1451 212 6 2 1370 12931 1451 213 6 5 16409 12931 1451 214 0.000000+0 0.000000+0 0 0 0 02931 1 099999 0.000000+0 0.000000+0 0 0 0 02931 0 0 0 2.906500+4 6.437003+1 0 0 0 02931 3 2 1 0.000000+0 0.000000+0 0 0 1 442931 3 2 2 44 2 2931 3 2 3 1.000000+6 1.260450+1 2.000000+6 6.745264+0 3.000000+6 4.585929+02931 3 2 4 4.000000+6 3.489598+0 5.000000+6 2.760256+0 6.000000+6 2.324835+02931 3 2 5 7.000000+6 1.992053+0 8.000000+6 1.635370+0 9.000000+6 1.314624+02931 3 2 6 1.000000+7 1.104256+0 1.100000+7 9.936765-1 1.200000+7 9.501237-12931 3 2 7 1.300000+7 9.435312-1 1.400000+7 9.455968-1 1.500000+7 9.410337-12931 3 2 8 1.600000+7 9.252999-1 1.700000+7 8.952900-1 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2.941165-9 9.996000-1 1.944812+7 5.351491-8 9.999000-12931 6 5 1911 1.994048+7 2.693540-8 1.000000+0 2.043284+7 9.111572-9 1.000000+02931 6 5 1912 2.092519+7 4.60998-18 0.000000+0 2.141755+7 0.000000+0 0.000000+02931 6 5 1913 0.000000+0 2.400000+7 0 1 141 472931 6 5 1914 0.000000+0 3.71555-15 0.000000+0 7.385363+5 2.26290-10 5.245000-52931 6 5 1915 1.230894+6 7.734203-9 4.820000-4 1.723251+6 4.423827-8 5.876000-42931 6 5 1916 2.215609+6 8.904267-8 1.899000-3 2.707966+6 1.221081-7 4.750000-32931 6 5 1917 3.200324+6 1.416757-7 1.008000-2 3.692681+6 1.573309-7 1.762000-22931 6 5 1918 4.185039+6 1.639870-7 2.739000-2 4.677396+6 1.605752-7 3.962000-22931 6 5 1919 5.169754+6 1.496508-7 5.483000-2 5.662111+6 1.326390-7 7.403000-22931 6 5 1920 6.154469+6 1.126946-7 9.645000-2 6.646826+6 9.358100-8 1.232000-12931 6 5 1921 7.139184+6 7.648092-8 1.569000-1 7.631541+6 6.188970-8 1.994000-12931 6 5 1922 8.123899+6 5.016008-8 2.521000-1 8.616256+6 4.089671-8 3.151000-12931 6 5 1923 9.108614+6 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