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- W2610513223 abstract "We consider nonsteady flow of a two-phase stream (gas + solid particles) in the initial segment and in the core segment of a pipe. The profiles of velocity and concentration at the channel entrance are assumed to be uniform and axisymmetric. At the entrance already there begin to form along the channel wall a thermal boundary layer and a dynamic one. With increasing distance from the entrance, the thicknesses of both boundary layers increase until they become equal to the pipe radius. The distance from the channel entrance where this occurs will be called the length of the initial segment or of the stabilization zone. The stream through the initial segment consists of a potential core and a boundary layer. The stagnation parameters P*, T* and the concentration of solid particles in the potential core remain constant and the same as at the channel entrance. The turbulence induced by the stream can change with acceleration or retardation of the gas, or as a result of any other external action. We will assume a turbulent flow throughout the entire channel space. With no mass transfer between carrier phase and suspended phase taking place, the systems of equations for the gas and for the solid particles can be written separately [1-3]: a) equation of continuity" @default.
- W2610513223 created "2017-05-12" @default.
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- W2610513223 date "1983-01-01" @default.
- W2610513223 modified "2023-09-27" @default.
- W2610513223 title "The effect of two-phasality and of thermal nonsteadiness on the characteristics of a stream of gaseous suspension is analyzed on the basis of the solution to integral equations of energy and momentum." @default.
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