Conservation Equations for Axial Flow in Packed Beds

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DOI:

https://doi.org/10.18260/2-1-370.660-130421

Abstract

A derivation of the conservation equations for fixed bed tubular reactors in cylindrical coordinates is presented and a differential operator for the substantial derivative in porous beds is introduced. The emphasis on the distinction between the functions of the void and volume fractions in the derivation of the conservation equations sets the differential equations for packed beds in this article apart from the equations which are currently available in the literature.

Author Biography

Masood Otarod, University of Scranton

Masood Otarod, DES, is a professor of mathematics at the University of Scranton. He has a doctoral degree in chemical engineering from Columbia University. His research interests are in mathematical modeling of reactions in fixed bed reactors and his published research in chemical engineering has been in mechanistic studies of catalytic reactions and reactions in packed beds. 

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Published

2023-03-03

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