LINEAR DYNAMICS OF DESORPTION ON
ADSORBENT LAYERS OF ARBITRARY LENGTH
A. V. Larin and K. E. Polunin

UDC 541.183:543.54

Based on the concept of an equilibrium adsorption 
layer in the theory of plates, an analytical solution of the problem 
of the linear dynamics of desorption is obtained. The regularities 
of the formation and motion of the output curves of desorption on 
adsorbent layers of small length are analyzed. The calculated and 
experimental data are found to be in fine agreement. A program is 
worked out to predict and to model the dynamics of adsorption and 
desorption on adsorbent layers of arbitrary length.

Institute of Physical Chemistry, Russian Academy of Sciences, 
Moscow, Russia: email: Roldugin@serv1.phyche.ac.ru. Translated from 
Inzhenerno-Fizicheskii Zhurnal, Vol. 74, No. 2, pp. 48-50, 
March-April, 2001. Original article submitted 
April 13, 2000; revision submitted August 16, 2000.

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