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AbstractAbstract
[en] The Condensed-History Monte-Carlo method for charged particles transport is reviewed, starting from a general form of the Boltzmann equation. Subjects related to the practical implementation of a computer simulation are explicitly discussed, including the physics and the numerical development of charged particle interactions with particular attention to electron-matter elementary processes, and problems related to the approximations proper to the theoretical formulation like the energy straggling treatment, boundary crossing and lateral deflections, corrections to the continuous slowing-down description, and a brief sketch of the variance reduction techniques. A broad discussion about the currently available computer code packages and their performances, and a summary of applications of coupled photon-electron codes is also included. 66 refs
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Source
Andrejtsheff, W.; Elenkov, D. (eds.); Bylgarska Akademiya na Naukite, Sofia (Bulgaria). Inst. za Yadrena Izsledvaniya i Yadrena Energetika; 482 p; ISBN 981-02-0253-9;
; 1990; p. 401-439; World Scientific Publishing Co; Singapore (Singapore); 11. International school on nuclear physics, neutron physics and nuclear energy; Varna (Bulgaria); 28 Sep - 7 Oct 1989

Record Type
Book
Literature Type
Conference
Country of publication
ANGULAR DISTRIBUTION, AUGER EFFECT, BOLTZMANN EQUATION, BORN APPROXIMATION, BREMSSTRAHLUNG, CHARGE DENSITY, CHARGED-PARTICLE TRANSPORT, COMPUTER CODES, COMPUTERIZED SIMULATION, COULOMB FIELD, DIFFERENTIAL CROSS SECTIONS, DIFFUSION, DISTRIBUTION FUNCTIONS, ELASTIC SCATTERING, ELECTRONIC STRUCTURE, IMPACT PARAMETER, IONIZATION, IONIZATION POTENTIAL, MARKOV PROCESS, MONTE CARLO METHOD, NEUTRAL-PARTICLE TRANSPORT, NEUTRON FLUENCE, SLOWING-DOWN, SMALL ANGLE SCATTERING, TOTAL CROSS SECTIONS
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