First Principle Description of Plasma Expansion Using the Expanding Box Model
Sebastian Echeverr\'ia-Veas (1), Pablo S. Moya (1), Marian Lazar (2,3), and Stefaan Poedts (2,4). ((1) Universidad de Chile, Chile., (2) Katholieke, Universiteit Leuven, Belgium., (3) Ruhr University Bochum, Germany., (4), University of Maria Curie-Sk{\l}odowska, Poland.)

TL;DR
This paper develops a first-principles kinetic theory for radially expanding plasmas using the Expanding Box Model, bridging microscopic Vlasov equations with macroscopic fluid descriptions in astrophysical contexts.
Contribution
It introduces a novel first-principles derivation of the Vlasov equation in the EB frame, linking kinetic and MHD descriptions of plasma expansion.
Findings
Expansion modifies the Vlasov equation with non-inertial forces.
Derived integral moments recover standard fluid equations.
Results confirm consistency between kinetic and MHD frameworks.
Abstract
Multi-scale modeling of expanding plasmas is crucial for understanding the dynamics and evolution of various astrophysical plasma systems such as the solar and stellar winds. In this context, the Expanding Box Model (EBM) provides a valuable framework to mimic plasma expansion in a non-inertial reference frame, co-moving with the expansion but in a box with a fixed volume, which is especially useful for numerical simulations. Here, fundamentally based on the Vlasov equation for magnetized plasmas and the EBM formalism for coordinates transformations, for the first time we develop a first-principles description of radially expanding plasmas in the EB frame. From this approach, we aim to fill the gap between simulations and theory at microscopic scales to model plasma expansion at the kinetic level. Our results show that expansion introduces non-trivial changes in the Vlasov equation (in…
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Taxonomy
TopicsSolar and Space Plasma Dynamics · Ionosphere and magnetosphere dynamics · Astrophysics and Star Formation Studies
