1. Non-Steady Separation of Multicomponent Isotopic Mixtures in Clusius-Dickel Columns
- Author
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D. Gonzalez, J. A. Madariaga, J. M. Savirón, and J. L. Brun
- Subjects
Temperature and pressure ,Materials science ,Logarithm ,Analytical expressions ,Separation (statistics) ,Range (statistics) ,General Physics and Astronomy ,Thermodynamics ,Transient (oscillation) ,Thermal diffusivity ,Exponential function - Abstract
Analytical expressions for the non steady separation factor of an isotopic multicomponent mixture in a thermal diffusion column are given. The results, which are appropiate for column operation at total reflux and cover the real case in which small non active end volumes are present, show a simple exponential rising of the logarithm of the reduced separation factor independent of the initial mixture composition. This fact is confirmed by experimental transient data previously reported by Brun et al. and by new experimental work presented here. It is shown that the relative variations of the relaxation time with the hot wire temperature and with the operation pressure are just those predicted by the Furry, Jones and Onsager theory. It is concluded that two experimental operations: steady-separation vs pressure and non-steady separation vs time, and the use of FJO theory will allow us the qualitative prediction of the column operation in the usual temperature and pressure range in laboratory operation
- Published
- 1975
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