Logo Logo
Hilfe
Hilfe
Switch Language to English

Grassi, T.; Nauman, F.; Ramsey, J. P.; Bovino, S.; Picogna, G. und Ercolano, B. (2022): Reducing the complexity of chemical networks via interpretable autoencoders. In: Astronomy & Astrophysics, Bd. 668, A139

Volltext auf 'Open Access LMU' nicht verfügbar.

Abstract

In many astrophysical applications, the cost of solving a chemical network represented by a system of ordinary differential equations (ODEs) grows significantly with the size of the network and can often represent a significant computational bottleneck, particularly in coupled chemo-dynamical models. Although standard numerical techniques and complex solutions tailored to thermochemistry can somewhat reduce the cost, more recently, machine learning algorithms have begun to attack this challenge via data-driven dimensional reduction techniques. In this work, we present a new class of methods that take advantage of machine learning techniques to reduce complex data sets (autoencoders), the optimization of multiparameter systems (standard backpropagation), and the robustness of well-established ODE solvers to to explicitly incorporate time dependence. This new method allows us to find a compressed and simplified version of a large chemical network in a semiautomated fashion that can be solved with a standard ODE solver, while also enabling interpretability of the compressed, latent network. As a proof of concept, we tested the method on an astrophysically relevant chemical network with 29 species and 224 reactions, obtaining a reduced but representative network with only 5 species and 12 reactions, and an increase in speed by a factor 65.

Dokument bearbeiten Dokument bearbeiten