ML-based Method for Solving the Microkinetic Model of Fischer-Tropsch Synthesis with Varying Catalyst/Reactor Parameters

Fuente: arXiv
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Autores principales: Demchuk, Taras, Nikolaienko, Tymofii, Panda, Aniruddha, Joshi, Subodh Madhav, Jaso, Stanislav, Kalyanaraman, Kaushic
Formato: Preprint
Publicado: 2025
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author Demchuk, Taras
Nikolaienko, Tymofii
Panda, Aniruddha
Joshi, Subodh Madhav
Jaso, Stanislav
Kalyanaraman, Kaushic
author_facet Demchuk, Taras
Nikolaienko, Tymofii
Panda, Aniruddha
Joshi, Subodh Madhav
Jaso, Stanislav
Kalyanaraman, Kaushic
contents This study introduces a physics-informed machine learning framework to accelerate the computation of the microkinetic model of Fischer-Tropsch synthesis. A neural network, trained within the NVIDIA Modulus framework, approximates the fraction of vacant catalytic sites with high accuracy. The combination of implicit differentiation and the Newton-Raphson method enhances derivative calculations, ensuring physical consistency. Computational efficiency improves significantly, with speedups up to $ 10^4 $ times on a GPU. This versatile methodology generalizes across catalysts and reactors, offering a robust tool for chemical engineering applications, including model approximation and catalyst parameter fitting from experimental data.
format Preprint
id arxiv_https___arxiv_org_abs_2503_22304
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle ML-based Method for Solving the Microkinetic Model of Fischer-Tropsch Synthesis with Varying Catalyst/Reactor Parameters
Demchuk, Taras
Nikolaienko, Tymofii
Panda, Aniruddha
Joshi, Subodh Madhav
Jaso, Stanislav
Kalyanaraman, Kaushic
Disordered Systems and Neural Networks
Chemical Physics
This study introduces a physics-informed machine learning framework to accelerate the computation of the microkinetic model of Fischer-Tropsch synthesis. A neural network, trained within the NVIDIA Modulus framework, approximates the fraction of vacant catalytic sites with high accuracy. The combination of implicit differentiation and the Newton-Raphson method enhances derivative calculations, ensuring physical consistency. Computational efficiency improves significantly, with speedups up to $ 10^4 $ times on a GPU. This versatile methodology generalizes across catalysts and reactors, offering a robust tool for chemical engineering applications, including model approximation and catalyst parameter fitting from experimental data.
title ML-based Method for Solving the Microkinetic Model of Fischer-Tropsch Synthesis with Varying Catalyst/Reactor Parameters
topic Disordered Systems and Neural Networks
Chemical Physics
url https://arxiv.org/abs/2503.22304