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- W4296844983 abstract "In work the mathematical model of hydrodynamics and heat exchange are considered at movement of the nonuniform multiphase heterogeneous environment with disperse spherical particles in conditions of convection in a plasmachemical reactor, and also nonstationary is heat mass transfer at relative movement of a disperse particle and the carrying viscous incompressible environment in view of fusion and evaporation from a surface. The case of small volumetric concentration of particles is considered. The basic attention is given to local dynamic and thermal influence of the carrying environment on particles, and by interaction of particles and their influence on the carrying environment was neglected. For definition of parameters of carrying gas the system of the equations of movement, indissolubility and the energy, written down in approximation of Bussinesk is solved. Definition of parameters of relative movement of disperse particles and the carrying environment is carried out by a method, based on replacement of the vector equation of movement for a particle system of two scalar equations received for the module and a corner of a direction of a vector of relative speed of a particle with variable weight. For definition of a temperature mode and radius of a disperse particle changing at evaporation the non-stationary problem of heat conductivity in a particle of the spherical form is solved in view of fusion and evaporation of a material on a surface." @default.
- W4296844983 created "2022-09-24" @default.
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- W4296844983 date "2017-06-15" @default.
- W4296844983 modified "2023-10-16" @default.
- W4296844983 title "Mathematical modeling of movement and heat transfer of particles of dispersed materials during their processing in a plasma chemical reactor" @default.
- W4296844983 cites W2022794505 @default.
- W4296844983 doi "https://doi.org/10.23877/ms.ts.39.006" @default.
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