JENDL/ImPACT-2018 incident proton data 0 0 0 0 3.206800+4 6.734456+1 -1 0 6 13219 1451 1 0.000000+0 1.000000+0 0 0 0 63219 1451 2 9.991673-1 2.000000+8 0 0 10010 13219 1451 3 0.000000+0 0.000000+0 0 0 161 73219 1451 4 32-Ge- 68 JAEA EVAL-NOV18 S.Kunieda+ 3219 1451 5 DIST-AUG19 20181120 3219 1451 6 ----JENDL/ImPACT-2018 MATERIAL 3219 3219 1451 7 -----INCIDENT PROTON DATA 3219 1451 8 ------ENDF-6 FORMAT 3219 1451 9 3219 1451 10 ****************************************************** 3219 1451 11 3219 1451 12 --- JENDL/ImPACT-2018 --- 3219 1451 13 3219 1451 14 Evaluated Cross-sections up to 200 MeV 3219 1451 15 3219 1451 16 ****************************************************** 3219 1451 17 3219 1451 18 This work was funded by ImPACT Program of Council for Science, 3219 1451 19 Technology and Innovation (Cabinet Office, Government of Japan). 3219 1451 20 3219 1451 21 History 3219 1451 22 2018-11 Compiled by S.Kunieda 3219 1451 23 3219 1451 24 New evaluation was performed by the CCONE code /1/. 3219 1451 25 Main features of the present evaluation are as follows. 3219 1451 26 3219 1451 27 * Optical model 3219 1451 28 neutron omp: Kunieda et al. /2/ 3219 1451 29 proton omp: Kunieda et al. /2/ 3219 1451 30 deuteron omp: Han et al. /3/ 3219 1451 31 triton omp: Simplified folding model /4/ with omp /2,5/ 3219 1451 32 He3 omp: Simplified folding model /4/ with omp /2,5/ 3219 1451 33 alpha omp: Avrigeanu et al. /6/ 3219 1451 34 3219 1451 35 * Pre-equilibrium model 3219 1451 36 - Two-component exciton model /7/ with global parametrization 3219 1451 37 of Koning-Duijvestijn /8/ was used, where we optimized the 3219 1451 38 M2 parameter so as to be in agreement with experimental 3219 1451 39 cross-section of RIKEN-RIBF /9,10/. 3219 1451 40 - For composite-particle emission, Iwamoto-Harada-Sato 3219 1451 41 model /11,12/ (an improved version /13/ for alpha-particle) 3219 1451 42 was used together with the semi-empirical model of Kalbach 3219 1451 43 /14/. 3219 1451 44 3219 1451 45 * Hauser-Feshbach statistical model 3219 1451 46 - Transmission coefficients of the particles were taken from 3219 1451 47 the optical model calculation. 3219 1451 48 - Level density form of Gilbert-Cameron was used, where 3219 1451 49 the hybrid level density /15/ was applied to the Fermi-gas 3219 1451 50 model. 3219 1451 51 - Gamma-ray strength functions derived from Cb-TDHFB model 3219 1451 52 with SkM* force /5,16/ were employed for E1 transition. 3219 1451 53 The standard Lorentzian model (SLO) was applied to M1 and 3219 1451 54 E2 transitions. 3219 1451 55 3219 1451 56 * Calculation of angular distribution for emitted particles 3219 1451 57 - Systematics of Kalbach /17/ was used. 3219 1451 58 - Conversion to laboratory frame with Iwamoto's method /1/. 3219 1451 59 3219 1451 60 * Note 3219 1451 61 The yield data of the product nuclei and angle-energy 3219 1451 62 distribution of emitted particles (n,p,d,t,h,a) & photons 3219 1451 63 are stored in (MF,MT)=(6,5). 3219 1451 64 3219 1451 65 References 3219 1451 66 1) Iwamoto,O. et al.: Nucl. Data Sheets, 131, 259 (2016). 3219 1451 67 2) Kunieda,S. et al.: J. Nucl. Sci. Technol., 44, 838 (2007). 3219 1451 68 3) Han,Y. et al.: Phys. Rev. C74, 044615 (2006). 3219 1451 69 4) Madland,D.G.: NEANDC-245 (1988), p.103. 3219 1451 70 5) Kunieda,S. et al.: J. Nucl. Sci. Technol., to be published. 3219 1451 71 6) Avrigeanu,M. et al.: Phys. Rev. C82, 014606 (2010). 3219 1451 72 7) Kalbach,C.: Phys. Rev. C33, 818 (1986). 3219 1451 73 8) Koning,A.J., Duijvestijn,M.C.: Nucl. Phys. A744, 15 (2004). 3219 1451 74 9) Wang,H. et al.: Prog Theor, Exp Phys. 021D01 (2017). 3219 1451 75 10) Kawase,S. et al.: Prog Theor, Exp Phys. 093D03 (2017). 3219 1451 76 11) Iwamoto,A. and Harada,K.: Phys. Rev. C26, 1821 (1982). 3219 1451 77 12) Sato,K. et al.: Phys. Rev. C28, 1527 (1983). 3219 1451 78 13) Kunieda,S. et al.: Phys. Rev. C85, 054602 (2012). 3219 1451 79 14) Kalbach,C.: Z. Phys. A 283, 401 (1977). 3219 1451 80 15) Furutachi,N. et al.: J. Nucl. Sci. Technol., 56, 412 (2019). 3219 1451 81 16) Ebata,S. et al.: Phys. Rev. C82, 034306 (2010). 3219 1451 82 17) Kalbach,C.: Phys. Rev. C37, 2350 (1988). 3219 1451 83 3219 1451 84 3219 1451 85 ******************************************************************3219 1451 86 Descriptive data generated by CCFM 3219 1451 87 ******************************************************************3219 1451 88 3219 1451 89 History 3219 1451 90 2018-11 Evaluated with CCONE code by kunieda 3219 1451 91 3219 1451 92 MF= 1 General information 3219 1451 93 MT=451 Descriptive data and directory 3219 1451 94 3219 1451 95 MF= 3 Neutron cross sections 3219 1451 96 MT= 2 Elastic scattering cross section 3219 1451 97 Calculated with CCONE code /1/. 3219 1451 98 3219 1451 99 MT= 3 Non-elastic cross section 3219 1451 100 Calculated with CCONE code /1/. 3219 1451 101 3219 1451 102 MT= 5 Total reaction (except fission) cross section 3219 1451 103 Calculated with CCONE code /1/. 3219 1451 104 3219 1451 105 MF= 6 Energy-angle distributions of emitted particles 3219 1451 106 MT= 2 Elastic scattering 3219 1451 107 Calculated with CCONE code /1/. 3219 1451 108 3219 1451 109 MT= 5 Total reaction (except fission) reaction 3219 1451 110 Calculated with CCONE code /1/. 3219 1451 111 3219 1451 112 MF= 8 Information on decay data 3219 1451 113 MT= 5 Total reaction (except fission) reaction 3219 1451 114 Decay chain is given in the decay data file. 3219 1451 115 3219 1451 116 ------------------------------------------------------------------3219 1451 117 nuclear model calculation with CCONE code /1/ 3219 1451 118 ------------------------------------------------------------------3219 1451 119 * Optical model potentials 3219 1451 120 neutron : S. Kunieda et al./2/ 3219 1451 121 proton : S. Kunieda et al./2/ 3219 1451 122 deuteron: Y.Han et al./3/ 3219 1451 123 triton : fold-kunieda2007(no reference) 3219 1451 124 He-3 : fold-kunieda2007(no reference) 3219 1451 125 alpha : V.Avrigeanu/4/ 3219 1451 126 3219 1451 127 * Level scheme of Ge-68 3219 1451 128 ----------------------- 3219 1451 129 No. Ex(MeV) J PI 3219 1451 130 ----------------------- 3219 1451 131 0 0.000000 0 + 3219 1451 132 1 1.015810 2 + 3219 1451 133 2 1.754500 0 + 3219 1451 134 3 1.777420 2 + 3219 1451 135 4 2.267830 4 + 3219 1451 136 5 2.428590 3 + 3219 1451 137 6 2.457150 2 + 3219 1451 138 7 2.617000 0 + 3219 1451 139 8 2.648670 3 - 3219 1451 140 9 2.831860 4 + 3219 1451 141 10 2.900200 4 - 3219 1451 142 11 2.947100 2 + 3219 1451 143 12 3.023100 2 + 3219 1451 144 13 3.040730 4 + 3219 1451 145 14 3.061870 3 - 3219 1451 146 15 3.087500 2 + 3219 1451 147 16 3.182260 4 + 3219 1451 148 17 3.204000 0 + 3219 1451 149 18 3.287800 2 + 3219 1451 150 ----------------------- 3219 1451 151 3219 1451 152 * Gamma-ray strength functions for As-69 3219 1451 153 E1: numerical table (../ebata_Sep18/z033.e1) 3219 1451 154 M1: standard Lorentzian model(SLO) 3219 1451 155 ER= 10.00 (MeV) EG= 4.00 (MeV) SIG= 2.56 (mb) 3219 1451 156 E2: standard Lorentzian model(SLO) 3219 1451 157 ER= 15.36 (MeV) EG= 5.28 (MeV) SIG= 1.78 (mb) 3219 1451 158 3219 1451 159 References 3219 1451 160 1) O.Iwamoto, J. Nucl. Sci. Technol., 44, 687 (2007) 3219 1451 161 2) S. Kunieda et al., J. Nucl. Sci. Technol. 44, 838 (2007) 3219 1451 162 3) Y.Han et al., Phys. Rev. C 74,044615(2006) 3219 1451 163 4) V.Avrigeanu, Phys. Rev. C82, 014606 (2010) 3219 1451 164 3219 1451 165 1 451 172 13219 1451 166 3 2 28 13219 1451 167 3 3 28 13219 1451 168 3 5 28 13219 1451 169 6 2 2300 13219 1451 170 6 5 90958 13219 1451 171 8 5 117 13219 1451 172 3219 1 099999 3219 0 0 0 3.206800+4 6.734456+1 0 0 0 03219 3 2 1 0.000000+0 0.000000+0 0 0 1 743219 3 2 2 74 2 3219 3 2 3 1.000000+6-1.00668-10 1.250000+6-2.479003-7 1.500000+6-1.053005-73219 3 2 4 1.750000+6-9.524922-7 2.000000+6-2.854801-5 2.250000+6-6.233329-53219 3 2 5 2.500000+6-9.612225-5 2.750000+6 1.910353-4 3.000000+6 7.464857-43219 3 2 6 3.250000+6 9.876652-4 3.500000+6 2.764446-5 3.750000+6-2.563722-33219 3 2 7 4.000000+6-6.132370-3 4.250000+6-9.375414-3 4.500000+6-1.162785-23219 3 2 8 4.750000+6-1.353340-2 5.000000+6-1.628090-2 5.500000+6-3.293873-23219 3 2 9 6.000000+6-4.398480-2 6.500000+6-4.829798-2 7.000000+6-4.553679-23219 3 2 10 7.500000+6-3.833812-2 8.000000+6-2.971640-2 8.500000+6-2.286692-23219 3 2 11 9.000000+6-1.982116-2 9.500000+6-2.210121-2 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8.987940-1 2.955193+03219 6 2 1862 9.135455-1-9.391600+0 9.271839-1-2.308078+1 9.396926-1-2.625926+13219 6 2 1863 9.510565-1-5.162096-1 9.612617-1 7.349265+1 9.702957-1 2.019339+23219 6 2 1864 9.781476-1 3.489534+2 9.848078-1 3.748796+2 9.902681-1-1.256063+23219 6 2 1865 9.945219-1-2.373575+3 3219 6 2 1866 0.000000+0 8.500000+7 12 0 176 883219 6 2 1867 -1.000000+0-2.350536-2-9.993908-1-2.352060-2-9.975641-1-2.356599-23219 6 2 1868 -9.945219-1-2.364067-2-9.902681-1-2.374356-2-9.848078-1-2.387378-23219 6 2 1869 -9.781476-1-2.403108-2-9.702957-1-2.421614-2-9.612617-1-2.443059-23219 6 2 1870 -9.510565-1-2.467692-2-9.396926-1-2.495813-2-9.271839-1-2.527738-23219 6 2 1871 -9.135455-1-2.563747-2-8.987940-1-2.604063-2-8.829476-1-2.648817-23219 6 2 1872 -8.660254-1-2.698050-2-8.480481-1-2.751716-2-8.290376-1-2.809712-23219 6 2 1873 -8.090170-1-2.871924-2-7.880108-1-2.938300-2-7.660444-1-3.008945-23219 6 2 1874 -7.431448-1-3.084226-2-7.193398-1-3.164865-2-6.946584-1-3.251992-23219 6 2 1875 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5.591929-1-3.671568-13219 6 2 1888 5.877853-1-3.640700-1 6.156615-1-2.856124-1 6.427876-1-1.425756-13219 6 2 1889 6.691306-1 2.747143-3 6.946584-1 4.255836-2 7.193398-1-1.330188-13219 6 2 1890 7.431448-1-5.554698-1 7.660444-1-1.087408+0 7.880108-1-1.379146+03219 6 2 1891 8.090170-1-9.444391-1 8.290376-1 5.961090-1 8.480481-1 3.135004+03219 6 2 1892 8.660254-1 5.721016+0 8.829476-1 6.517428+0 8.987940-1 3.415769+03219 6 2 1893 9.135455-1-4.492988+0 9.271839-1-1.478117+1 9.396926-1-1.969328+13219 6 2 1894 9.510565-1-5.815494+0 9.612617-1 4.247224+1 9.702957-1 1.330165+23219 6 2 1895 9.781476-1 2.447723+2 9.848078-1 2.828491+2 9.902681-1-3.726253+13219 6 2 1896 9.945219-1-1.582050+3 3219 6 2 1897 0.000000+0 9.000000+7 12 0 176 883219 6 2 1898 -1.000000+0-1.882959-2-9.993908-1-1.884201-2-9.975641-1-1.887912-23219 6 2 1899 -9.945219-1-1.894045-2-9.902681-1-1.902543-2-9.848078-1-1.913349-23219 6 2 1900 -9.781476-1-1.926433-2-9.702957-1-1.941801-2-9.612617-1-1.959506-23219 6 2 1901 -9.510565-1-1.979649-2-9.396926-1-2.002374-2-9.271839-1-2.027861-23219 6 2 1902 -9.135455-1-2.056316-2-8.987940-1-2.087963-2-8.829476-1-2.123032-23219 6 2 1903 -8.660254-1-2.161745-2-8.480481-1-2.204302-2-8.290376-1-2.250860-23219 6 2 1904 -8.090170-1-2.301519-2-7.880108-1-2.356320-2-7.660444-1-2.415265-23219 6 2 1905 -7.431448-1-2.478369-2-7.193398-1-2.545735-2-6.946584-1-2.617653-23219 6 2 1906 -6.691306-1-2.694702-2-6.427876-1-2.777804-2-6.156615-1-2.868219-23219 6 2 1907 -5.877853-1-2.967420-2-5.591929-1-3.076854-2-5.299193-1-3.197601-23219 6 2 1908 -5.000000-1-3.330025-2-4.694716-1-3.473523-2-4.383711-1-3.626546-23219 6 2 1909 -4.067366-1-3.787026-2-3.746066-1-3.953262-2-3.420201-1-4.125162-23219 6 2 1910 -3.090170-1-4.305526-2-2.756374-1-4.500834-2-2.419219-1-4.720952-23219 6 2 1911 -2.079117-1-4.977225-2-1.736482-1-5.278916-2-1.391731-1-5.628678-23219 6 2 1912 -1.045285-1-6.018644-2-6.975647-2-6.429376-2-3.489950-2-6.833898-23219 6 2 1913 6.12323-17-7.207850-2 3.489950-2-7.544313-2 6.975647-2-7.868526-23219 6 2 1914 1.045285-1-8.244647-2 1.391731-1-8.766041-2 1.736482-1-9.524135-23219 6 2 1915 2.079117-1-1.055968-1 2.419219-1-1.181286-1 2.756374-1-1.310015-13219 6 2 1916 3.090170-1-1.414889-1 3.420201-1-1.470670-1 3.746066-1-1.470881-13219 6 2 1917 4.067366-1-1.443851-1 4.383711-1-1.457429-1 4.694716-1-1.601448-13219 6 2 1918 5.000000-1-1.943687-1 5.299193-1-2.469560-1 5.591929-1-3.034464-13219 6 2 1919 5.877853-1-3.370938-1 6.156615-1-3.187003-1 6.427876-1-2.355718-13219 6 2 1920 6.691306-1-1.130158-1 6.946584-1-2.453554-2 7.193398-1-7.369522-23219 6 2 1921 7.431448-1-3.373839-1 7.660444-1-7.805620-1 7.880108-1-1.183256+03219 6 2 1922 8.090170-1-1.147629+0 8.290376-1-2.525554-1 8.480481-1 1.629629+03219 6 2 1923 8.660254-1 3.953285+0 8.829476-1 5.301819+0 8.987940-1 3.718690+03219 6 2 1924 9.135455-1-2.143451+0 9.271839-1-1.108211+1 9.396926-1-1.723210+13219 6 2 1925 9.510565-1-9.150450+0 9.612617-1 2.782849+1 9.702957-1 1.032652+23219 6 2 1926 9.781476-1 2.031342+2 9.848078-1 2.504916+2 9.902681-1 5.817823+03219 6 2 1927 9.945219-1-1.268796+3 3219 6 2 1928 0.000000+0 9.500000+7 12 0 176 883219 6 2 1929 -1.000000+0-1.659082-2-9.993908-1-1.660151-2-9.975641-1-1.663353-23219 6 2 1930 -9.945219-1-1.668677-2-9.902681-1-1.676109-2-9.848078-1-1.685640-23219 6 2 1931 -9.781476-1-1.697271-2-9.702957-1-1.711019-2-9.612617-1-1.726922-23219 6 2 1932 -9.510565-1-1.745034-2-9.396926-1-1.765428-2-9.271839-1-1.788200-23219 6 2 1933 -9.135455-1-1.813464-2-8.987940-1-1.841366-2-8.829476-1-1.872079-23219 6 2 1934 -8.660254-1-1.905810-2-8.480481-1-1.942794-2-8.290376-1-1.983280-23219 6 2 1935 -8.090170-1-2.027515-2-7.880108-1-2.075719-2-7.660444-1-2.128064-23219 6 2 1936 -7.431448-1-2.184672-2-7.193398-1-2.245624-2-6.946584-1-2.311000-23219 6 2 1937 -6.691306-1-2.380962-2-6.427876-1-2.455835-2-6.156615-1-2.536208-23219 6 2 1938 -5.877853-1-2.622982-2-5.591929-1-2.717364-2-5.299193-1-2.820748-23219 6 2 1939 -5.000000-1-2.934479-2-4.694716-1-3.059539-2-4.383711-1-3.196229-23219 6 2 1940 -4.067366-1-3.343981-2-3.746066-1-3.501482-2-3.420201-1-3.667211-23219 6 2 1941 -3.090170-1-3.840417-2-2.756374-1-4.022356-2-2.419219-1-4.217358-23219 6 2 1942 -2.079117-1-4.433147-2-1.736482-1-4.679795-2-1.391731-1-4.967003-23219 6 2 1943 -1.045285-1-5.300037-2-6.975647-2-5.675588-2-3.489950-2-6.079656-23219 6 2 1944 6.12323-17-6.489874-2 3.489950-2-6.883801-2 6.975647-2-7.252474-23219 6 2 1945 1.045285-1-7.615061-2 1.391731-1-8.027023-2 1.736482-1-8.572857-23219 6 2 1946 2.079117-1-9.337575-2 2.419219-1-1.035993-1 2.756374-1-1.158372-13219 6 2 1947 3.090170-1-1.283596-1 3.420201-1-1.386410-1 3.746066-1-1.444915-13219 6 2 1948 4.067366-1-1.457370-1 4.383711-1-1.457175-1 4.694716-1-1.514509-13219 6 2 1949 5.000000-1-1.713698-1 5.299193-1-2.104121-1 5.591929-1-2.639693-13219 6 2 1950 5.877853-1-3.142133-1 6.156615-1-3.333831-1 6.427876-1-2.971106-13219 6 2 1951 6.691306-1-2.057486-1 6.946584-1-1.037215-1 7.193398-1-7.981885-23219 6 2 1952 7.431448-1-2.314320-1 7.660444-1-5.894406-1 7.880108-1-1.029411+03219 6 2 1953 8.090170-1-1.229872+0 8.290376-1-7.571456-1 8.480481-1 6.724064-13219 6 2 1954 8.660254-1 2.800374+0 8.829476-1 4.509731+0 8.987940-1 3.938148+03219 6 2 1955 9.135455-1-6.063705-1 9.271839-1-8.805044+0 9.396926-1-1.602670+13219 6 2 1956 9.510565-1-1.186639+1 9.612617-1 1.831686+1 9.702957-1 8.596640+13219 6 2 1957 9.781476-1 1.817814+2 9.848078-1 2.381252+2 9.902681-1 3.519155+13219 6 2 1958 9.945219-1-1.112721+3 3219 6 2 1959 0.000000+0 1.000000+8 12 0 176 883219 6 2 1960 -1.000000+0-1.549981-2-9.993908-1-1.550944-2-9.975641-1-1.553835-23219 6 2 1961 -9.945219-1-1.558658-2-9.902681-1-1.565427-2-9.848078-1-1.574161-23219 6 2 1962 -9.781476-1-1.584889-2-9.702957-1-1.597652-2-9.612617-1-1.612500-23219 6 2 1963 -9.510565-1-1.629490-2-9.396926-1-1.648688-2-9.271839-1-1.670166-23219 6 2 1964 -9.135455-1-1.694006-2-8.987940-1-1.720302-2-8.829476-1-1.749171-23219 6 2 1965 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