Accretion disc backflow in resistive MHD simulations
R. Mishra, M. \v{C}emelji\'c, W. Klu\'zniak

TL;DR
This study uses resistive MHD and hydrodynamic simulations to analyze accretion disc flow patterns, revealing that midplane backflow is a persistent feature influenced by magnetic Prandtl number and other parameters.
Contribution
It demonstrates that midplane backflow exists in both hydrodynamic and MHD accretion discs, extending previous analytic results to more complex magnetic scenarios.
Findings
Midplane backflow exists in hydrodynamic simulations matching analytic solutions.
In MHD simulations, backflow persists below a critical magnetic Prandtl number.
Backflow exhibits quasiperiodic oscillations near the critical Prandtl number.
Abstract
We investigate accretion onto a central star, with the size, rotation rate, and magnetic dipole of a young stellar object, to study the flow pattern (velocity and density) of the fluid within and outside of the disc. We perform resistive MHD simulations of thin -discs, varying the parameters such as the stellar rotation rate and magnetic field, and (anomalous) coefficients of viscosity and resistivity in the disc. To provide a benchmark for the results and to compare with known analytic results, we also perform purely hydrodynamic simulations (HD) for the same problem. Although obtained for a different situation with differing inner boundary condition, the disc structure in the HD simulations closely follows the analytic solution of Klu\'zniak and Kita (2000) -- in particular a region of "midplane" backflow exists in the right range of radii, depending on the viscosity…
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Taxonomy
TopicsMagnetic confinement fusion research · Ionosphere and magnetosphere dynamics · Plasma and Flow Control in Aerodynamics
