Fan-spine topology formation through two-step reconnection driven by twisted flux emergence
T. Toeroek, G. Aulanier, B. Schmieder, K.K. Reeves, L. Golub

TL;DR
This study combines observations and simulations to reveal a two-step magnetic reconnection process that forms fan-spine topologies and anemone regions in the solar corona, advancing understanding of magnetic field restructuring during flux emergence.
Contribution
It introduces a new model for fan-spine topology formation through a detailed two-step reconnection process driven by twisted flux emergence, supported by both observations and 3D MHD simulations.
Findings
Reconnection at the nullpoint leads to fan-spine topology formation.
A torsional MHD wave propagates along arcade fields during reconnection.
The model reproduces observed features of anemone regions in the solar corona.
Abstract
We address the formation of 3D nullpoint topologies in the solar corona by combining Hinode/XRT observations of a small dynamic limb event, which occurred beside a non-erupting prominence cavity, with a 3D zero-beta MHD simulation. To this end, we model the boundary-driven kinematic emergence of a compact, intense, and uniformly twisted flux tube into a potential field arcade that overlies a weakly twisted coronal flux rope. The expansion of the emerging flux in the corona gives rise to the formation of a nullpoint at the interface of the emerging and the pre-existing fields. We unveil a two-step reconnection process at the nullpoint that eventually yields the formation of a broad 3D fan-spine configuration above the emerging bipole. The first reconnection involves emerging fields and a set of large-scale arcade field lines. It results in the launch of a torsional MHD wave that…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
