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Published December 1, 1964 | public
Journal Article Open

Boltzmann equation applied to a problem of two-phase flow

Abstract

A limiting case of the interaction between particles in a viscous fluid is described by a linear form of Boltzmann's equation. The distribution function, f(v), is found for small particles falling under the action of gravity and viscous drag, and colliding with large particles. Several approximate procedures for computing f(v) and the connection with flows of gases containing solid particles are examined.

Additional Information

©1964 The American Institute of Physics. Received 17 June 1964. This work was supported by National Science Foundation Grant GP-713.

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August 21, 2023
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