Mechanism of Degradation of Polymer Fuel Cell Cathode Catalyst: Research and Modeling

The article presents a mathematical model of the degradation of the active surface of a platinum catalyst in a hydrogen–air (oxygen) fuel cell with a proton-conducting polymer electrolyte. The mathematical model is a system of integral–differential equations solved by the finite-difference method. The model takes into account the following phenomena: electrochemical dissolution of platinum nanoparticles, particle growth (due to deposition and migration, Ostwald ripening, and coalescence of platinum nanoparticles on the surface of a carbon carrier), diffusion of platinum ions in the ionomer, and their introduction into the membrane. The calculations are performed for two types of platinum catalysts: a commercial monoplatinum system synthesized on carbon black and a catalytic system synthesized on carbon nanotubes. As a result of modeling, data are obtained on the size distribution of the platinum particles and the values of the electrochemically active surface area depending on the time of accelerated stress testing.

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Publication Details

Journal
Theoretical Foundations of Chemical Engineering
Published
2024-12-01
DOI
https://doi.org/10.1134/s0040579525601001
Citations
1
Primary Topic
Fuel Cells and Related Materials
Type
article
Field-Weighted Citation Impact
0.21
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article

Mechanism of Degradation of Polymer Fuel Cell Cathode Catalyst: Research and Modeling

M. V. Radina, E.M. Koltsova, V. A. Bogdanovskaya, A. V. Zhensa et al.
1 citations
Theoretical Foundations of Chemical Engineering
Fuel Cells and Related Materials
0.21
article

Mechanism of Degradation of Polymer Fuel Cell Cathode Catalyst: Research and Modeling

M. V. Radina, E.M. Koltsova, V. A. Bogdanovskaya, A. V. Zhensa, В. А. Василенко
article en
1 citations

Abstract

The article presents a mathematical model of the degradation of the active surface of a platinum catalyst in a hydrogen–air (oxygen) fuel cell with a proton-conducting polymer electrolyte. The mathematical model is a system of integral–differential equations solved by the finite-difference method. The model takes into account the following phenomena: electrochemical dissolution of platinum nanoparticles, particle growth (due to deposition and migration, Ostwald ripening, and coalescence of platinum nanoparticles on the surface of a carbon carrier), diffusion of platinum ions in the ionomer, and their introduction into the membrane. The calculations are performed for two types of platinum catalysts: a commercial monoplatinum system synthesized on carbon black and a catalytic system synthesized on carbon nanotubes. As a result of modeling, data are obtained on the size distribution of the platinum particles and the values of the electrochemically active surface area depending on the time of accelerated stress testing.

Theoretical Foundations of Chemical EngineeringVol. 58(6)
D. Mendeleyev University of Chemical Technology of Russia (RU), Frumkin Institute of Physical Chemistry and Electrochemistry Russian Academy of Sciences (RU)
Openalex Percentile: Top 43%
Fuel Cells and Related Materials
0.21
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