In this work, the technology of PBMR, HTR-PM and BWR as well as the
nuclear reactor core constitution with fuel elements arrangement are presented.
The mathematical part: conservation equations for continuity, momentum and
energy as well as equations of state and boundary conditions, for both porous
media theory and two-phase flow theory are developed and applied to each type
of nuclear reactor. For the case of the HTR-PM and PBMR nuclear reactors, two
approaches cases are applied. The first approach is the study of a channel
saturated with a porous medium consisting of fuel spheres and cooled by an
inert gas, this to approach the HTR-PM. The second is an application for a case
of porous medium consisting of the same fuel spheres but arranged in an annular
domain to approach the PBMR. For the case of BWRs, a nuclear thermalhydraulic
channel is defined and the different two-phase flows presented. The same set-up
equation is applied except that it is written for each phase and for the
interface between the two phases, the specific case of annular two-phase flow
is studied. The obtained results, presented in figures and physically analyzed,
are very satisfactory. It can thus be concluded that applying the model of
porous media and the two-phase flow one for complex flows respectively for
PBMR, HTR-PM or BWR power nuclear reactors core can ensure a well behavior of
the nuclear reactor core thermalhydraulics. Some of presented results in this
paper were published or under full publication.
Primary Language | English |
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Subjects | Metrology, Applied and Industrial Physics |
Journal Section | Research Articles |
Authors | |
Publication Date | July 17, 2020 |
Published in Issue | Year 2020 Volume: 4 Issue: 3 |