Simple numerical scheme for solving the impregnation equations in a porous pellet

Fuente: arXiv
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Main Authors: Peskov, N. V., Lysak, T. M.
Format: Preprint
Published: 2025
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author Peskov, N. V.
Lysak, T. M.
author_facet Peskov, N. V.
Lysak, T. M.
contents This paper proposes a numerical scheme for solving a system of convection-reaction-diffusion equations describing the process of preparing a catalyst on a porous support by the impregnation method. In the case of a considered porous spherical pellet, the equations are defined on an interval, one end of which, associated with the front of the impregnating liquid, moves according to a given law. The law of front motion is used to create a consistent space-time grid for discretizing the system. Examples of numerical solutions of the impregnation problem are given, demonstrating the effectiveness of the proposed scheme.
format Preprint
id arxiv_https___arxiv_org_abs_2501_18939
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Simple numerical scheme for solving the impregnation equations in a porous pellet
Peskov, N. V.
Lysak, T. M.
Numerical Analysis
Chemical Physics
This paper proposes a numerical scheme for solving a system of convection-reaction-diffusion equations describing the process of preparing a catalyst on a porous support by the impregnation method. In the case of a considered porous spherical pellet, the equations are defined on an interval, one end of which, associated with the front of the impregnating liquid, moves according to a given law. The law of front motion is used to create a consistent space-time grid for discretizing the system. Examples of numerical solutions of the impregnation problem are given, demonstrating the effectiveness of the proposed scheme.
title Simple numerical scheme for solving the impregnation equations in a porous pellet
topic Numerical Analysis
Chemical Physics
url https://arxiv.org/abs/2501.18939