Some Inverse Problems for Reactor Point Kinetics

References

• Abramov , B. D. 2001 . Modifications of the theory of coupled reactors . Atomic Energy , 90 : 349 – 356 .
   Google Scholar
• Abramov , B. D. . On reactor kinetics simulation with different sets of delayed neutron data . The 2005 ANS International Topical Meeting on Mathematics and Computations, Supercomputing, Reactor Physics and Nuclear and Biological Applications M&C 2005 . Avignon, France. log #130
   Google Scholar
• Abramov , B. D. and Matveev , Yu. V. 2007a . “ The reactivity and other coefficients of the point reactor kinetics Model Identifications ” . In Voprosy Atomnoi Nauki i Tekhniki, Series: Fizika Jadernyh Reaktorov, Vypusk 1: Dinamika i Bezopasnost Jadernyh Energeticheskikh Ustanovok , 29 – 34 . Moscow, , Russia : RSC “Kurchatov Institute,” .
   Google Scholar
• Abramov , B. D. and Matveev , Yu. V. 2007b . On identification of reactor neutron kinetic equation coefficients with account of the space effects of reactivity Preprint IPPE-3113, Obninsk, Russia
   Google Scholar
• Bell , D. and Glasstone , S. E. 1970 . Nuclear Reactor Theory , N.Y : Van Nostrand Reinhold .
   Google Scholar
• Dulla , S. , Ravetto , P. , Carta , M. and D'Angelo , A. . Kinetic parameters for source driver systems . International Conference on Advances in Nuclear Analysis and Simulation, PHYSOR 2006 . Paper C2108, Vancouver
   Google Scholar
• Gandini , A. 2004 . ADS subcriticality evaluation based on the generalized reactivity concept . Annals of Nuclear Energy , 31 : 813 – 821 .
   Google Scholar
• Henry , A. F. 1958 . The application of reactor kinetics to the analysis of experiments . Nucl. Sci. and Engng. , 3 : 52 – 70 .
   Web of Science ®Google Scholar
• Kazanski , Ju. A. , Matveenko , I. P. , Tjutjunnikov , T. T. and Shokodko , A. G. 1981 . Accounting for spatial effects in measuring reactivity using the inverse solution of the kinetics equation . Soviet Atomic Energy , 51 : 801 – 805 .
   Google Scholar
• Kazansky , J. A. and Matusevich , E. S. 1984 . Experimental Methods of Reactors Physics , Moscow, Russia : Energoatomizdat .
   Google Scholar
• Keepin , G. R. 1965 . Physics of Nuclear Kinetics , London : Addison-Wesley Publishing Company .
   Google Scholar
• Mogilner , A. I. , Fokin , G. N. , Chaika , Y. B. and Kuznetsov , F. M. 1974 . Use of small computers for measurement of reactivity . Soviet Atomic Energy , 36 : 453 – 459 .
   Google Scholar
• Salvatores , M. . The relation between integral experiments and nuclear data: Adjustment and sensitivity studies . Proceedings of the Workshop “Nuclear Reaction Data and Nuclear Reactors–Physics, Design and Safety,” . 15 April–17 May 1996 , ICTP, Trieste, Italy. Vol. 2 , pp. 627 – 74 . World Scientific Publishing Co. .
   Google Scholar
• Shikhov , S. B. 1973 . Problems of Mathematical Reactor Theory , Moscow : Atomizdat .
   Google Scholar
• Spriggs , G. D. , Campbell , I. M. and Piksaikin , V. M. 1999 . An 8-Group neutron model based on a consistent set of half-lives Report LA-UR-98-1619, LANL
   Google Scholar
• Usachoff , L. N. . Equation for the importance of neutrons, reactor kinetics and the theory of perturbations – . Proc. 1st Geneva Conf. 5 . pp. 503
   Google Scholar
• Usachoff , L. N. and Bobkov , Yu. G. 1980 . “ Perturbations theory and planning of experiments In a problem of nuclear data for reactors ” . In Atomizdat Moscow Russia
   Google Scholar