JENDL-4.0 Ga069 pointwise at 0K 0 0 3.106900+4 6.833360+1 2 0 6 13125 1451 1 0.000000+0 0.000000+0 0 0 0 63125 1451 2 1.000000+0 2.000000+7 0 0 10 43125 1451 3 0.000000+0 0.000000+0 1 0 179 783125 1451 4 31-Ga- 69 KHI EVAL-MAR94 T.WATANABE 3125 1451 5 DIST-MAY10 20091112 3125 1451 6 ----JENDL-4.0 MATERIAL 3125 3125 1451 7 -----INCIDENT NEUTRON DATA 3125 1451 8 ------ENDF-6 FORMAT 3125 1451 9 3125 1451 10 HISTORY 3125 1451 11 94-3 Newly evaluated. 3125 1451 12 00-10 JENDL-3.3 3125 1451 13 Compiled by K.Shibata (jaeri) 3125 1451 14 ***** Modified parts for JENDL-3.3 ****************************** 3125 1451 15 (1,451) Updated. 3125 1451 16 (3,251) Deleted. 3125 1451 17 (4,2) Transformation matrix deleted. 3125 1451 18 (5,16-91) Modified. 3125 1451 19 ***************************************************************** 3125 1451 20 09-09 The unresolved resonance parameters were obtained for 3125 1451 21 JENDL-4.0. The data were compiled by K.Shibata (jaea). 3125 1451 22 3125 1451 23 mf=1 General information 3125 1451 24 mt=451 Comments and dictionary 3125 1451 25 3125 1451 26 mf=2 Resonance parameters 3125 1451 27 mt=151 Resolved and unresolved resonance parameters 3125 1451 28 Resolved resonance region (MLBW formula): below 5.9keV 3125 1451 29 Negative energy level parameters were adjusted to reproduce 3125 1451 30 Koester's data/1/. Evaluation were mainly based on Ohkubo's 3125 1451 31 data/2/ and Mughabghab's compilation/3/. 3125 1451 32 Unresolved resonance region: 5.9 keV - 1 MeV 3125 1451 33 The parameters were obtained by fitting to the evaluated 3125 1451 34 total and capture cross sections. The unresolved resonance 3125 1451 35 parameters should be used only for self-shielding 3125 1451 36 calculation. 3125 1451 37 3125 1451 38 Thermal cross sections and resonance integrals at 300 K 3125 1451 39 ---------------------------------------------------------- 3125 1451 40 0.0253 eV res. integ. (*) 3125 1451 41 (barns) (barns) 3125 1451 42 ---------------------------------------------------------- 3125 1451 43 Total 1.0424E+01 3125 1451 44 Elastic 8.2231E+00 3125 1451 45 n,gamma 2.2011E+00 1.8219E+01 3125 1451 46 ---------------------------------------------------------- 3125 1451 47 (*) Integrated from 0.5 eV to 10 MeV. 3125 1451 48 3125 1451 49 mf=3 Neutron cross sections 3125 1451 50 Below 5.9 keV, resonance parameters were given. 3125 1451 51 Above 5.9 keV, the total, elastic and inelastic scattering, and 3125 1451 52 capture cross sections were calculated with the optical and 3125 1451 53 statistical model code casthy/4/. 3125 1451 54 Optical model parameters used in casthy calculation were as 3125 1451 55 follows. 3125 1451 56 3125 1451 57 depth (MeV) radius(fm) diffuseness(fm) 3125 1451 58 ---------------------- ------------ --------------- 3125 1451 59 V = 49.42-0.5867E , r0 = 5.3033 , a0 = 0.415 3125 1451 60 Ws = 5.381+0.4117E , rs = 5.3648 , as = 0.456 3125 1451 61 Vso= 8.552 , rso= 6.4928 , aso= 0.648 3125 1451 62 3125 1451 63 3125 1451 64 The level scheme was adopted from ENSDF file/5/. 3125 1451 65 no. energy(MeV) spin-parity beta2/beta3 3125 1451 66 gr. 0.0000 3/2 - 3125 1451 67 1 0.3187 1/2 - 0.2 3125 1451 68 2 0.5741 5/2 - 0.2 3125 1451 69 3 0.8720 3/2 - 0.2 3125 1451 70 4 1.0285 1/2 - 0.2 3125 1451 71 5 1.1068 5/2 - 0.15 3125 1451 72 6 1.1340 7/2 - 0.15 3125 1451 73 7 1.3366 7/2 - 0.15 3125 1451 74 8 1.4880 7/2 - 0.15 3125 1451 75 9 1.5259 3/2 - 0.15 3125 1451 76 10 1.7237 5/2 - 0.15 3125 1451 77 11 1.7648 9/2 - 3125 1451 78 12 1.8916 3/2 - 3125 1451 79 13 1.9242 7/2 - 3125 1451 80 14 1.9724 9/2 + 3125 1451 81 15 1.9731 1/2 - 3125 1451 82 16 2.0076 3/2 - 3125 1451 83 17 2.0238 5/2 - 3125 1451 84 18 2.0452 5/2 - 3125 1451 85 19 2.1980 13/2 - 3125 1451 86 20 2.2193 1/2 + 3125 1451 87 21 2.2510 1/2 - 3125 1451 88 22 2.3195 7/2 + 3125 1451 89 23 2.3533 5/2 - 3125 1451 90 24 2.4233 13/2 - 3125 1451 91 25 2.4287 5/2 - 3125 1451 92 Levels above 2.43 MeV were assumed to be overlapping. 3125 1451 93 3125 1451 94 Parameters for the composite level density formula of Gilbert- 3125 1451 95 Cameron were evaluated. 3125 1451 96 Spin cut-off parameter C1 was taken as 0.146. 3125 1451 97 3125 1451 98 Ga- 69 Ga- 70 3125 1451 99 -------- -------- 3125 1451 100 a (1/MeV) 11.340 11.590 3125 1451 101 spin cut-off param. 8.271 8.442 3125 1451 102 pairing energy (MeV) 1.500 0.0 3125 1451 103 normalization factor 1481.60 1536.20 3125 1451 104 E-joint (MeV) 6.924 4.221 3125 1451 105 3125 1451 106 The capture cross section was normalized to 60 millibarns at 3125 1451 107 100keV to reproduce Dovbenko's data/6/. 3125 1451 108 Above 1 MeV, direct/semidirect capture cross section normalized 3125 1451 109 to 0.77mb at 14 MeV were aded to casthy's results/7/. 3125 1451 110 3125 1451 111 mt=16,22,28,32,33,103,104,105,106,107,111 3125 1451 112 (n,2n),(n,na),(n,np),(n,nd),(n,nt),(n,p).(n,d),(n,t), 3125 1451 113 (n,he-3),(n,a),(n,2p) 3125 1451 114 were evaluated with modified egnash-2/8/ using f2=0.6 and 3125 1451 115 following optical potential 3125 1451 116 neutron :same as used in casthy 3125 1451 117 proton :Perey's omp/9/ 3125 1451 118 deutron :Lohr-Haeberli's omp/10/ 3125 1451 119 triton :Becchetti-Greenlees' omp/11/ 3125 1451 120 he-3 :Becchetti-Greenlees' omp 3125 1451 121 alpha :Lemos omp/12/ 3125 1451 122 and normalized to following data. 3125 1451 123 (n,2n) 886.0 mb Chatterjee's data/13/ 3125 1451 124 (n,na) 2.2 mb systematics/14/ 3125 1451 125 (n,np) 17.3 mb systematics 3125 1451 126 (n,p) 38.0 mb Qaims data/15,16/ 3125 1451 127 (n,d) 6.87 mb systematics 3125 1451 128 (n,t) 0.55 mb systematics 3125 1451 129 (n,a) 22.0 mb av. exp. data/17/ 3125 1451 130 3125 1451 131 3125 1451 132 mf=4 Angular distributions of secondary neutrons 3125 1451 133 mt=2,16,22,28,32,51-75,91 3125 1451 134 Elastic and inelastic scattering cross section,(n,2n),(n,na), 3125 1451 135 (n,np) and (n,nd) 3125 1451 136 Angular distributions were calculated with casthy for ela- 3125 1451 137 stically and inelastically scattered neutrons. 3125 1451 138 Diect inelastic contributions were evaluated with dwucky/18/, 3125 1451 139 and added to casthy's results. 3125 1451 140 Deformation parameters used in the dwucky calculation were 3125 1451 141 evaluated from compilation/19,20/ and ENDSF half life data. 3125 1451 142 as for (n,2n),(n,na),(n,np) and (n,nd),isotropic distribution 3125 1451 143 was assumed. 3125 1451 144 3125 1451 145 mf=5 Energy distributions of secondary neutrons 3125 1451 146 mt=16,22,28,32,91 3125 1451 147 For (n,2n),(n,na),(n,np),(n,nd) and continum inelastic scatter- 3125 1451 148 ing, secondary neutron energy distributions were calculated with3125 1451 149 egnash-2. 3125 1451 150 ****************************************************************3125 1451 151 For JENDL-3.3, distributions at threshold were modified. 3125 1451 152 ****************************************************************3125 1451 153 3125 1451 154 References 3125 1451 155 1)L.Koester et. al. Z.Phys. A318,347(1984) 3125 1451 156 2)M.Ohkubo et. al. JAERI-M 90-213(1990) 3125 1451 157 3)S.F.Mughabghab et. al., Neutron Cross Section Vol.1 Part A 3125 1451 158 Academic Press(1981) 3125 1451 159 4)S.Igarasi,T.Fukahori JAERI-1321 (1991) 3125 1451 160 5)Evaluated Nuclear Structural Data File 3125 1451 161 6)A.G. Dovbenko et al. AE 26,67(1969) 3125 1451 162 7)T,Nakagawa CAPDIR manual 3125 1451 163 8)N.Yamamuro JAERI-M 90-006(1991) 3125 1451 164 9)F.G.Perey Phys. Rev. 131, 745(1963) 3125 1451 165 10)J.M.Lohr,W.Haeberli Nucl. Phys. A232, 381(1974) 3125 1451 166 11)F.D.Becchetti and Polarization Phenomena in Nuclear 3125 1451 167 G.W.Greenlees Reaction 682(1971) Univ. Wisconsin 3125 1451 168 12)O.F.Lemos Orsay Rep.Ser.A No.136(1972) 3125 1451 169 13)A.Chatterjee et al. 69 Rookee 2,117(1969) 3125 1451 170 14)R.A.Forrest AERE-R 12419(1986) 3125 1451 171 15)S.M.Qaim et al Nucl. Phys. A283,269(1977) 3125 1451 172 16)G.P. Vinitskaya et al. Vinitskaya (1969) acc.no.=40009008 3125 1451 173 17)K.Kawade et al JAERI-M 92-020(1992) 3125 1451 174 18)N.Yamamuro JAERI-M 88-140(1988) 3125 1451 175 19)S.Raman et.al. AND 42,1(1989) 3125 1451 176 20)R.H.Spear AND 42,55(1989) 3125 1451 177 ***************** Program LINEAR (VERSION 2007-1) ***************3125 1451 178 For All Data Greater than 1.0000E-10 barns in Absolute Value 3125 1451 179 Data Linearized to Within an Accuracy of .100000000 per-cent 3125 1451 180 ***************** Program RECENT (VERSION 2007-1) ***************3125 1451 181 for All Data Greater than 1.0000E-10 barns in Absolute Value 3125 1451 182 Data Linearized to within an Accuracy of .100000000 per-cent 3125 1451 183 1 451 261 13125 1451 184 2 151 328 13125 1451 185 3 1 4376 03125 1451 186 3 2 4378 03125 1451 187 3 4 37 03125 1451 188 3 16 7 03125 1451 189 3 22 9 03125 1451 190 3 28 9 03125 1451 191 3 32 6 03125 1451 192 3 51 35 03125 1451 193 3 52 30 03125 1451 194 3 53 27 03125 1451 195 3 54 27 03125 1451 196 3 55 27 03125 1451 197 3 56 26 03125 1451 198 3 57 26 03125 1451 199 3 58 24 03125 1451 200 3 59 25 03125 1451 201 3 60 23 03125 1451 202 3 61 39 03125 1451 203 3 62 38 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1.000000+0 1.557200+1 1.531000+1 2.620000-1 0.000000+03125 2151 24 6.840720+1 0.000000+0 1 0 72 123125 2151 25 5.320000+2 2.000000+0 2.653600-1 3.360000-3 2.620000-1 0.000000+03125 2151 26 6.110000+2 2.000000+0 2.661600-1 4.160000-3 2.620000-1 0.000000+03125 2151 27 9.410000+2 3.000000+0 2.649710-1 2.971000-3 2.620000-1 0.000000+03125 2151 28 1.252000+3 1.000000+0 2.713330-1 9.333000-3 2.620000-1 0.000000+03125 2151 29 1.906000+3 0.000000+0 3.100000-1 4.800000-2 2.620000-1 0.000000+03125 2151 30 1.994000+3 1.000000+0 2.780000-1 1.600000-2 2.620000-1 0.000000+03125 2151 31 2.167000+3 3.000000+0 2.705710-1 8.571000-3 2.620000-1 0.000000+03125 2151 32 2.989000+3 2.000000+0 3.260000-1 6.400000-2 2.620000-1 0.000000+03125 2151 33 3.377000+3 3.000000+0 2.734300-1 1.143000-2 2.620000-1 0.000000+03125 2151 34 3.739000+3 2.000000+0 2.812000-1 1.920000-2 2.620000-1 0.000000+03125 2151 35 3.873000+3 3.000000+0 2.848600-1 2.286000-2 2.620000-1 0.000000+03125 2151 36 3.970000+3 0.000000+0 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2.167673-1 1908.17000 2.095646-1 1908.24750 2.013515-13125 3102 1986 1908.32500 1.939100-1 1908.40250 1.871431-1 1908.48000 1.809687-13125 3102 1987 1908.55750 1.753166-1 1908.63500 1.701268-1 1908.71250 1.653479-13125 3102 1988 1908.79000 1.609352-1 1908.94500 1.530588-1 1909.10000 1.462436-13125 3102 1989 1909.25500 1.402945-1 1909.41000 1.350594-1 1909.56500 1.304183-13125 3102 1990 1909.72000 1.262756-1 1909.87500 1.225544-1 1910.03000 1.191923-13125 3102 1991 1910.18500 1.161379-1 1910.34000 1.133490-1 1910.49500 1.107905-13125 3102 1992 1910.65000 1.084330-1 1910.80500 1.062518-1 1910.96000 1.042258-13125 3102 1993 1911.27000 1.005707-1 1911.58000 9.735306-2 1911.89000 9.448759-23125 3102 1994 1912.20000 9.190944-2 1912.51000 8.956874-2 1912.82000 8.742654-23125 3102 1995 1913.13000 8.545207-2 1913.44000 8.362073-2 1913.75000 8.191264-23125 3102 1996 1914.06000 8.031159-2 1914.37000 7.880423-2 1914.68000 7.737949-23125 3102 1997 1914.99000 7.602810-2 1915.30000 7.474224-2 1915.61000 7.351528-23125 3102 1998 1915.92000 7.234157-2 1916.23000 7.121624-2 1916.54000 7.013508-23125 3102 1999 1917.16000 6.809108-2 1917.78000 6.618541-2 1918.40000 6.439927-23125 3102 2000 1919.02000 6.271775-2 1919.64000 6.112883-2 1920.26000 5.962268-23125 3102 2001 1920.88000 5.819114-2 1921.50000 5.682737-2 1922.43000 5.489625-23125 3102 2002 1923.36000 5.308831-2 1924.29000 5.139027-2 1925.22000 4.979111-23125 3102 2003 1926.46000 4.779692-2 1927.70000 4.594391-2 1928.94000 4.421696-23125 3102 2004 1930.18000 4.260340-2 1931.56841 4.091798-2 1932.95682 3.934822-23125 3102 2005 1934.34523 3.788301-2 1935.73364 3.651275-2 1937.12205 3.522904-23125 3102 2006 1938.51046 3.402452-2 1939.89887 3.289268-2 1941.28728 3.182776-23125 3102 2007 1944.06410 2.987864-2 1946.84092 2.814217-2 1949.61774 2.659022-23125 3102 2008 1952.39456 2.520011-2 1954.88474 2.407612-2 1957.37492 2.305724-23125 3102 2009 1959.86510 2.213550-2 1962.35528 2.130540-2 1964.84546 2.056421-23125 3102 2010 1967.33564 1.991278-2 1969.82582 1.935694-2 1972.31600 1.891050-23125 3102 2011 1973.42800 1.875298-2 1974.54000 1.862625-2 1975.65200 1.853542-23125 3102 2012 1976.76400 1.848746-2 1977.18100 1.848237-2 1977.59800 1.848525-23125 3102 2013 1978.43200 1.851785-2 1979.26600 1.859223-2 1980.10000 1.871758-23125 3102 2014 1980.65600 1.883535-2 1981.21200 1.898576-2 1981.76800 1.917454-23125 3102 2015 1982.32400 1.940881-2 1982.88000 1.969752-2 1983.43600 2.005206-23125 3102 2016 1983.99200 2.048706-2 1984.54800 2.102160-2 1984.82600 2.133378-23125 3102 2017 1985.10400 2.168091-2 1985.38200 2.206752-2 1985.66000 2.249890-23125 3102 2018 1985.93800 2.298128-2 1986.21600 2.352202-2 1986.49400 2.412986-23125 3102 2019 1986.77200 2.481526-2 1987.05000 2.559080-2 1987.32800 2.647175-23125 3102 2020 1987.60600 2.747676-2 1987.88400 2.862881-2 1988.16200 2.995647-23125 3102 2021 1988.44000 3.149563-2 1988.57900 3.235830-2 1988.71800 3.329185-23125 3102 2022 1988.85700 3.430403-2 1988.99600 3.540368-2 1989.13500 3.660091-23125 3102 2023 1989.27400 3.790733-2 1989.41300 3.933638-2 1989.55200 4.090356-23125 3102 2024 1989.69100 4.262695-2 1989.83000 4.452768-2 1989.96900 4.663056-23125 3102 2025 1990.10800 4.896492-2 1990.24700 5.156559-2 1990.38600 5.447421-23125 3102 2026 1990.52500 5.774089-2 1990.66400 6.142635-2 1990.73350 6.344869-23125 3102 2027 1990.80300 6.560477-2 1990.87250 6.790657-2 1990.94200 7.036745-23125 3102 2028 1991.01150 7.300233-2 1991.08100 7.582790-2 1991.15050 7.886292-23125 3102 2029 1991.22000 8.212851-2 1991.28950 8.564852-2 1991.35900 8.944995-23125 3102 2030 1991.42850 9.356350-2 1991.49800 9.802413-2 1991.56750 1.028719-13125 3102 2031 1991.63700 1.081527-1 1991.70650 1.139195-1 1991.77600 1.202336-13125 3102 2032 1991.84550 1.271664-1 1991.91500 1.348009-1 1991.98450 1.432350-13125 3102 2033 1992.05400 1.525840-1 1992.10960 1.608129-1 1992.15130 1.674748-13125 3102 2034 1992.19300 1.746001-1 1992.22080 1.796291-1 1992.27640 1.904215-13125 3102 2035 1992.33200 2.023020-1 1992.38760 2.154214-1 1992.44320 2.299577-13125 3102 2036 1992.49880 2.461215-1 1992.55440 2.641644-1 1992.58220 2.739825-13125 3102 2037 1992.61000 2.843881-1 1992.63780 2.954288-1 1992.66560 3.071571-13125 3102 2038 1992.69340 3.196310-1 1992.72120 3.329150-1 1992.74900 3.470803-13125 3102 2039 1992.77680 3.622063-1 1992.80460 3.783813-1 1992.83240 3.957043-13125 3102 2040 1992.86020 4.142858-1 1992.88800 4.342501-1 1992.91580 4.557369-13125 3102 2041 1992.94360 4.789042-1 1992.97140 5.039307-1 1992.99920 5.310194-13125 3102 2042 1993.02700 5.604016-1 1993.05480 5.923415-1 1993.08260 6.271424-13125 3102 2043 1993.11040 6.651534-1 1993.13820 7.067781-1 1993.16600 7.524848-13125 3102 2044 1993.19380 8.028193-1 1993.22160 8.584210-1 1993.24940 9.200417-13125 3102 2045 1993.27720 9.885709-1 1993.29110 1.025749+0 1993.30500 1.065066+03125 3102 2046 1993.31890 1.106686+0 1993.33280 1.150791+0 1993.34670 1.197578+03125 3102 2047 1993.36060 1.247266+0 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1998.72600 3.658732-2 1998.86500 3.523861-23125 3102 2135 1999.00400 3.399917-2 1999.14300 3.285737-2 1999.28200 3.180308-23125 3102 2136 1999.42100 3.082747-2 1999.56000 2.992278-2 1999.83800 2.829969-23125 3102 2137 2000.11600 2.688820-2 2000.39400 2.565239-2 2000.67200 2.456367-23125 3102 2138 2000.95000 2.359903-2 2001.22800 2.273980-2 2001.50600 2.197070-23125 3102 2139 2001.78400 2.127912-2 2002.06200 2.065460-2 2002.34000 2.008837-23125 3102 2140 2002.61800 1.957307-2 2002.89600 1.910246-2 2003.17400 1.867123-23125 3102 2141 2003.45200 1.827484-2 2004.00800 1.757153-2 2004.56400 1.696721-23125 3102 2142 2005.12000 1.644277-2 2005.67600 1.598348-2 2006.23200 1.557792-23125 3102 2143 2006.78800 1.521707-2 2007.34400 1.489374-2 2007.90000 1.460218-23125 3102 2144 2008.73400 1.421437-2 2009.56800 1.387523-2 2010.40200 1.357542-23125 3102 2145 2011.23600 1.330778-2 2012.34800 1.299154-2 2013.46000 1.271274-23125 3102 2146 2014.57200 1.246398-2 2015.68400 1.223970-2 2017.74611 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