Oscillating Instabilities in Multicomponent Diffusion
- 1 April 1966
- journal article
- research article
- Published by AIP Publishing in Physics of Fluids
- Vol. 9 (4) , 711-721
- https://doi.org/10.1063/1.1761737
Abstract
An apparently new oscillatory phenomenon in gaseous multicomponent diffusion is studied experimentally and theoretically. The interdiffusion of two gases can ``drag along'' a third gas; if the third gas is heavy enough and abundant enough, the upper layers of the mixture can become more dense than the lower layers. The resulting density inversion may cause convection, and irregular oscillations result. A diffusion theory is developed which predicts fairly well the concentrations of the third gas for which the system just becomes unstable. The criterion for the onset of convection if a density inversion exists in a diffusing gas mixture is discussed by analogy with Rayleigh's treatment of convection in a heat‐conducting gas having a temperature inversion. Some multicomponent systems may have several density reversals and will be unstable for any orientation in a gravitational field. It is suggested that diffusion instabilities are quite common and may play a role in some natural and engineering processes.Keywords
This publication has 11 references indexed in Scilit:
- Honeycomb devices in flat-plate solar collectorsSolar Energy, 1965
- An experimental study of three component gas diffusionAIChE Journal, 1962
- Kirkendall Effect in Gaseous DiffusionPhysics of Fluids, 1960
- Multicomponent diffusion problemsAIChE Journal, 1960
- Diffusion in three‐component gas mixturesAIChE Journal, 1957
- An Exact Solution of the Equations for Free Diffusion in Three-component Systems with Interacting Flows, and its Use in Evaluation of the Diffusion CoefficientsJournal of the American Chemical Society, 1956
- A Viscosity Equation for Gas MixturesThe Journal of Chemical Physics, 1950
- On the slip of a diffusing gas mixture along a wallPhysica, 1943
- Osmotic Diffusion in GasesPhysical Review B, 1940
- LIX. On convection currents in a horizontal layer of fluid, when the higher temperature is on the under sideJournal of Computers in Education, 1916