Collect. Czech. Chem. Commun.
1980, 45, 2751-2760
https://doi.org/10.1135/cccc19802751
Model of residence time distribution function in the reactor with dispersion flow and ideal mixing
Jaroslav Košuta, Ján Ilavskýb and Martin Dudáka
a Department of Chemical Engineering, Research and Development, Slovnaft, 823 00 Bratislava
b Department of Organic Technology, Slovak Institute of Chemical Technology, 880 37 Bratislava
Abstract
A function of residence time distribution is derived by the method of generalized Heaviside series and an approximative procedure for the dispersion model coupled with ideal mixing boundary conditions, for "closed-closed" reactor, were used. Model is characterized by two parameters: Peclet number and volume fraction of the region of dispersion flow. The solution is studied numerically and the advantages of the approximative solution are discussed in detail.
