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First published on Tuesday, Jun 2, 2026 and last modified on Thursday, Jul 30, 2026 by François Chaplais.
WebMagic
The purpose of this demonstration is to build some documentation about Physics-Informed Neural Networks, or PINNs. These are presented in the introduction below.
You can also consult the Wikipedia page on the subject.
The content of this section is directly imported from the following two documents:
Any change in the original documents will be reflected in this document after HTML export.
\refInput{An-overview-of-PINNs-with-AI/PINN-presentation} \refInput{A-sample-PINN-code-from-AI/PINN-sample-code}
We have stored here the links to a few arXiv papers.
You can get the source of the articles by visiting the links and select "TeX source" in the upper right corner of the page.
We have already imported some.
We are going to proceed as follows.
The document will be Differentiable Chemistry in PINNs for Solving Parameterized and Stiff Reaction Systems .
Here is the BibTeX entry.
@misc{babić2026differentiablechemistrypinnssolving,
title={Differentiable Chemistry in PINNs for Solving Parameterized and Stiff Reaction Systems Demo},
author={Miloš Babić and Franz M. Rohrhofer and Stefan Posch},
year={2026},
eprint={2605.04708},
archivePrefix={arXiv},
primaryClass={cs.LG},
url={https://arxiv.org/abs/2605.04708},
}The data comes from Kaggle . Here is what the author says about the data.
The dataset was designed to support the development, training, and validation of physics-informed graph neural network (PI-GNN) models for electrochemical CO2 reduction (eCO2R) reactors. Its primary purpose is to bridge the gap between high-fidelity multiphysics simulations, limited experimental measurements, and data-efficient machine learning, enabling accurate prediction, scale-up analysis, and optimization of electrochemical reactors under realistic operating conditions. The dataset structure explicitly reflects the graph-based representation of reactor domains, where each graph corresponds to a discretized reactor instance with variable resolution (500–5,000 nodes), accommodating differences in reactor geometry, mesh density, and operating regime.
We will upload the CSV data and insert a dynamic table built around this CSV data.