Accuracy of Analytical Treatments for Resonance Absorption in Doppler Resonance Regions

REFERENCES

• Dresner , L. 1960 . “Resonance Absorption in Nuclear Reactor” N.Y : Pergamon Press .
   Google Scholar
• Nordheim , L. W. 1964 . “The Technology of Nuclear Reactor Safety” Vol. 1 , Cambridge : M.I.T. Press . Chap. 4
   Google Scholar
• Ishiguro , Y. 1969 . Improvements to the intermediate treatment of resonance absorption in nuclear reactor theory . JAERI-memo , 3700
   Google Scholar
• Goldstein , R. and Cohen , E. R. 1962 . Theory of resonance absorption of neutrons . Nucl. Sci. Eng. , 13 : 132
   Web of Science ®Google Scholar
• Ishiguro , Y. and Tarano , H. 1969 . Intermediate neutron resonance absorption with interference scattering in heterogeneous systems . J. Nucl. Sci. Technol. , 6 ( 7 ) : 380
   Web of Science ®Google Scholar
• Nicholson , R. B. 1960 . The Doppler effect in fast neutron reactors . APDA-139 ,
   Google Scholar
• Codd , J. and Collins , P. J. 1963 . Some calculations concerning the influence of resonance overlapping on the Doppler effect in a dilute fast reactor . ANL-6792 ,
   Google Scholar
• Froelich , R. , Ott , K. and Schmidt , J. J. 1963 . Calculation of Doppler coefficients of dilute fast reactors . ANL-6792 ,
   Google Scholar
• Hwang , R. N. 1965 . Doppler effect calculations with interference corrections . Nucl. Sci. Eng. , 21 : 523
   Web of Science ®Google Scholar
• Fischer , E. A. 1966 . The overlap effect of resonances of different fuel isotopes in Doppler-coefficient calculations for fast reactors . Nucleonik , 8 : 146
   Google Scholar
• Haggblom , H. 1969 . A study of the resonance interaction effect between 238U and 239Pu in the lower energy region . ibid. , 5 : 189
   Google Scholar
• Feshbach , H. , Goertzel , G. and Yamauchi , H. 1956 . Estimation of Doppler effect in fast reactors . Nucl. Sci. Eng. , 1 : 4
   Web of Science ®Google Scholar
• Gwin , R. 1968 . Measurement of the neutron fission and absorption cross sections of 239Pu over the energy range 0.01 to 30 keV, p. 13 in “Neutron physics division report” . ORNL-42&0 ,
   Google Scholar
• M Hwang , R. N. 1965 . Effect of the fluctuations in collision density on fast-reactor Doppler effect calculations . ANL-7120 ,
   Google Scholar
• Kler , P. H. 1965 . RIFF-RAFF, A program for computation of resonance integral in a two region cell . ANX-7033 ,
   Google Scholar
• Brissenden , R. J. and Durston , C. 1965 . The calculation of neutron spectra in the Doppler region . ANL-7050 ,
   Google Scholar
• Kler , P. H. and Robba , A. A. 1967 . RABBLE, A program for computation of resonance absorption in multi-region reactor cells . ANX-7326 ,
   Google Scholar
• Nakagawa , M. and Katsuragi , S. 1970 . “ ERSE, A code to calculate fine spectrum and effective cross section ” . In J AERI memo (unpublished)-3907
   Google Scholar
• Dyos , M. W. and Stevens , C. A. 1966 . Nucl. Sci. Eng. , 25 : 294
   Web of Science ®Google Scholar
• Kelber , C. N. and Kier , P. H. 1966 . ibid. Vol. 24 , 383
   Google Scholar
• Kelber , C. N. and Kier , P. H. 1966 . ibid. Vol. 25 , 67
   Google Scholar
• Dyos , M. W. 1968 . ibid. , 34 : 181
   Google Scholar
• Ishiguro , Y. , Katsuragi , S. Nakagawa , M. 1970 . The construction of neutron cross sections in the unresolved resonance region . ibid. , 40 : 25
   Google Scholar
• Tarano , H. “ To be published in ” . In JAERI-memo.
   Google Scholar
• Nakagawa , M. , Tarano , H. Ishiguro , Y. 1969 . J. Nucl. Sci. Technol. , 6 ( 7 ) : 408
   Web of Science ®Google Scholar
• Sumer , H. M. 1964 . ERIC 2, A fortrain program to calculate resonance integrals and from them effective capture and fission cross-sections . AEEW-R , 323
   Google Scholar
• Greebler , P. and Hutchings , B. A. 1961 . “Proc. Sem. Physics Fast Intermediate Reactors” , 3 : 121 Vienna, Vol.
   Google Scholar
• Hwang , R. N. 1963 . An improved method for Doppler effect calculations for fissile materials in the intermediate energy region . ANL-6792 ,
   Google Scholar
• Vogt , E. 1958 . Resonance theory of neutron cross sections of fissionable nuclei . Phys. Rev. , 112 : 1 203
   Google Scholar