JENDL-4.0/HE incident proton library 0 0 3.207600+4 7.526920+1 -1 0 6 13243 1451 1 0.000000+0 0.000000+0 0 0 0 63243 1451 2 9.991673-1 2.000000+8 0 0 10010 43243 1451 3 0.000000+0 0.000000+0 0 0 82 53243 1451 4 32-Ge- 76 EVAL-Mar15 iwamoto 3243 1451 5 DIST-Nov20 REV0- 20150326 3243 1451 6 ----JENDL-4.0/HE MATERIAL 3243 3243 1451 7 -----INCIDENT PROTON DATA 3243 1451 8 ------ENDF-6 FORMAT 3243 1451 9 3243 1451 10 History 3243 1451 11 2015-03 Evaluated with CCONE code by iwamoto 3243 1451 12 3243 1451 13 ****************************************************** 3243 1451 14 3243 1451 15 --- JENDL-4.0/HE --- 3243 1451 16 3243 1451 17 High-energy Evaluation up to 200 MeV 3243 1451 18 3243 1451 19 ****************************************************** 3243 1451 20 3243 1451 21 New evaluation was made by the CCONE code/1/. 3243 1451 22 Data included in this file are as follows. 3243 1451 23 3243 1451 24 (MF,MT)=(3,2) Elastic scattering cross sections 3243 1451 25 (integral of nuclear+interference components) 3243 1451 26 (MF,MT)=(3,5) Total reaction cross sections 3243 1451 27 (MF,MT)=(6,2) Angular distributions of elastic scattering cross 3243 1451 28 sections (ratios of nuclear+interference 3243 1451 29 components to the integral) 3243 1451 30 (MF,MT)=(6,5) Yield/multiplicity of products and angle-energy 3243 1451 31 distribution of emitted neutrons, protons, 3243 1451 32 deuterons, tritons, He-3s, alpha particles and 3243 1451 33 photons. 3243 1451 34 3243 1451 35 Models and major parameters used in the CCONE calculation : 3243 1451 36 3243 1451 37 1) Optical model 3243 1451 38 neutron omp: Kunieda et al./2/ 3243 1451 39 proton omp: Kunieda et al./2/ 3243 1451 40 deuteron omp: Han et al. /3/ 3243 1451 41 triton omp: Simplified folding model/4/ with omp/2/ 3243 1451 42 He3 omp: Simplified folding model/4/ with omp/2/ 3243 1451 43 alpha omp: Avrigeanu et al./5/ 3243 1451 44 3243 1451 45 2) Pre-equiibrium model 3243 1451 46 - Two-component exciton model/6/ with global parametrization 3243 1451 47 of Koning-Duijvestijn/7/ was used. 3243 1451 48 - For composite-particle emission, Iwamoto-Harada-Sato (IHS) 3243 1451 49 model/8,9/ (an improved version/10/ for alpha-particle) 3243 1451 50 was used together with the semi-empirical model of Kalbach 3243 1451 51 /11/. 3243 1451 52 3243 1451 53 3) Hauser-Feshbach statistical model 3243 1451 54 - Transmission coefficients of neutrons were taken from 3243 1451 55 optical model calculation. 3243 1451 56 - Level density formula of constant temperature and Fermi-gas 3243 1451 57 model were used with shell energy correction/12/. 3243 1451 58 - Gamma-ray strength function of enhanced generalized 3243 1451 59 Lorentzian form/13,14/ was used for E1 transition. 3243 1451 60 For M1 and E2 transitions the standard Lorentzian form was 3243 1451 61 adopted. 3243 1451 62 3243 1451 63 4) Calculation of angular distribtion for emitted particles 3243 1451 64 - Systematics of Kalbach/15/ was used. 3243 1451 65 - Comversion to laboratory frame with Iwamoto's method/1/. 3243 1451 66 3243 1451 67 References 3243 1451 68 1) Iwamoto,O. et al.: J. Nucl. Sci. Technol., 50, 409 (2013). 3243 1451 69 2) Kunieda,S. et al.: J. Nucl. Sci. Technol., 44, 838 (2007). 3243 1451 70 3) Han,Y. et al.: Phys. Rev. C74, 044615 (2006). 3243 1451 71 4) Madland,D.G.: NEANDC-245 (1988), p.103. 3243 1451 72 5) Avrigeanu,M et al.: Phys. Rev. C82, 014606 (2010) 3243 1451 73 6) Kalbach,C.: Phys. Rev. C33, 818 (1986). 3243 1451 74 7) Koning,A.J.: Duijvestijn,M.C.: Nucl. Phys. A744, 15 (2004). 3243 1451 75 8) Iwamoto,A. and Harada,K.: Phys. Rev. C26, 1821 (1982). 3243 1451 76 9) Sato,K. et al.: Phys. Rev. C28, 1527 (1983). 3243 1451 77 10) Kunieda,S. et al.: Phys. Rev. C85, 054602 (2012). 3243 1451 78 11) Kalbach,C.: Phys. Rev. C71, 034606 (2005). 3243 1451 79 12) Mengoni,A. and Nakajima,Y.: J. Nucl. Sci. Technol., 31, 151 3243 1451 80 (1994). 3243 1451 81 13) Kopecky,J., Uhl,M.: Phys. Rev. C41, 1941 (1990). 3243 1451 82 14) Kopecky,J., Uhl,M., Chrien,R.E.: Phys. Rev. C47, 312 (1990). 3243 1451 83 15) Kalbach,C.: Phys. Rev. C37, 2350 (1988). 3243 1451 84 3243 1451 85 3243 1451 86 1 451 91 13243 1451 87 3 2 20 13243 1451 88 3 5 20 13243 1451 89 6 2 1525 13243 1451 90 6 5 159402 13243 1451 91 3243 1 099999 3243 0 0 0 3.207600+4 7.526920+1 0 0 0 03243 3 2 1 0.000000+0 0.000000+0 0 0 1 493243 3 2 2 49 2 3243 3 2 3 1.000000+6-7.798172-9 2.000000+6-1.237174-4 3.000000+6-2.335715-33243 3 2 4 4.000000+6-1.634609-2 5.000000+6-3.160391-2 6.000000+6-5.969837-23243 3 2 5 7.000000+6-7.033508-2 8.000000+6-5.786566-2 9.000000+6-4.968922-23243 3 2 6 1.000000+7-6.619484-2 1.100000+7-1.071409-1 1.200000+7-1.620954-13243 3 2 7 1.300000+7-2.209067-1 1.400000+7-2.766931-1 1.500000+7-3.254208-13243 3 2 8 1.600000+7-3.651602-1 1.700000+7-3.955474-1 1.800000+7-4.171963-13243 3 2 9 1.900000+7-4.310939-1 2.000000+7-4.382369-1 2.200000+7-4.360453-13243 3 2 10 2.400000+7-4.183105-1 2.600000+7-3.919070-1 2.800000+7-3.612833-13243 3 2 11 3.000000+7-3.287231-1 3.500000+7-2.472399-1 4.000000+7-1.764233-13243 3 2 12 4.500000+7-1.201216-1 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1.555492-83243 6 5 1917 4.800000+6 1.406929-8 4.900000+6 1.269055-8 5.000000+6 1.140845-83243 6 5 1918 5.100000+6 1.021320-8 5.200000+6 9.095592-9 5.300000+6 8.046993-93243 6 5 1919 5.400000+6 7.059463-9 5.500000+6 5.658772-9 5.600000+6 7.512246-93243 6 5 1920 5.700000+6 8.183907-9 5.800000+6 9.802756-9 5.900000+6 6.399462-93243 6 5 1921 6.000000+6 5.853619-9 6.100000+6 3.219853-9 6.200000+6 3.026516-93243 6 5 1922 6.300000+6 1.019739-9 6.400000+6 0.000000+0 6.500000+6 0.000000+03243 6 5 1923 0.000000+0 9.396926-1 0 0 1 663243 6 5 1924 66 2 3243 6 5 1925 0.000000+0 0.000000+0 1.000000+5 6.297178-8 2.000000+5 1.116792-73243 6 5 1926 3.000000+5 1.511574-7 4.000000+5 1.836608-7 5.000000+5 2.085022-73243 6 5 1927 6.000000+5 2.258211-7 7.000000+5 2.363193-7 8.000000+5 2.409795-73243 6 5 1928 9.000000+5 2.408664-7 1.000000+6 2.370061-7 1.100000+6 2.303211-73243 6 5 1929 1.200000+6 2.216038-7 1.300000+6 2.114876-7 1.400000+6 2.005557-73243 6 5 1930 1.500000+6 1.893734-7 1.600000+6 1.782497-7 1.700000+6 1.673846-73243 6 5 1931 1.800000+6 1.569122-7 1.900000+6 1.469153-7 2.000000+6 1.374379-73243 6 5 1932 2.100000+6 1.284942-7 2.200000+6 1.200785-7 2.300000+6 1.121707-73243 6 5 1933 2.400000+6 1.047420-7 2.500000+6 9.775953-8 2.600000+6 9.118940-83243 6 5 1934 2.700000+6 8.499913-8 2.800000+6 7.915926-8 2.900000+6 7.364431-83243 6 5 1935 3.000000+6 6.843304-8 3.100000+6 6.350831-8 3.200000+6 5.885659-83243 6 5 1936 3.300000+6 5.446714-8 3.400000+6 5.033126-8 3.500000+6 4.644143-83243 6 5 1937 3.600000+6 4.279063-8 3.700000+6 3.937171-8 3.800000+6 3.617706-83243 6 5 1938 3.900000+6 3.319823-8 4.000000+6 3.042645-8 4.100000+6 2.785162-83243 6 5 1939 4.200000+6 2.546317-8 4.300000+6 2.325001-8 4.400000+6 2.120069-83243 6 5 1940 4.500000+6 1.930366-8 4.600000+6 1.754731-8 4.700000+6 1.592024-83243 6 5 1941 4.800000+6 1.441128-8 4.900000+6 1.300970-8 5.000000+6 1.170515-83243 6 5 1942 5.100000+6 1.048784-8 5.200000+6 9.348446-9 5.300000+6 8.278279-93243 6 5 1943 5.400000+6 7.269301-9 5.500000+6 6.123926-9 5.600000+6 7.034366-93243 6 5 1944 5.700000+6 8.168760-9 5.800000+6 1.025335-8 5.900000+6 6.253334-93243 6 5 1945 6.000000+6 6.627415-9 6.100000+6 3.244027-9 6.200000+6 3.600107-93243 6 5 1946 6.300000+6 1.350535-9 6.400000+6 0.000000+0 6.500000+6 0.000000+03243 6 5 1947 0.000000+0 9.848078-1 0 0 1 663243 6 5 1948 66 2 3243 6 5 1949 0.000000+0 0.000000+0 1.000000+5 6.256148-8 2.000000+5 1.114321-73243 6 5 1950 3.000000+5 1.509374-7 4.000000+5 1.835394-7 5.000000+5 2.085218-73243 6 5 1951 6.000000+5 2.259974-7 7.000000+5 2.366487-7 8.000000+5 2.414468-73243 6 5 1952 9.000000+5 2.414501-7 1.000000+6 2.376824-7 1.100000+6 2.310671-73243 6 5 1953 1.200000+6 2.223982-7 1.300000+6 2.123140-7 1.400000+6 2.013892-73243 6 5 1954 1.500000+6 1.902009-7 1.600000+6 1.790625-7 1.700000+6 1.681768-73243 6 5 1955 1.800000+6 1.576799-7 1.900000+6 1.476562-7 2.000000+6 1.381510-73243 6 5 1956 2.100000+6 1.291800-7 2.200000+6 1.207376-7 2.300000+6 1.128045-73243 6 5 1957 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