Magnetic Topology of Coronal Hole Linkages
V. S. Titov, Z. Mikic, J. A. Linker, R. Lionello, and S. K. Antiochos

TL;DR
This paper investigates the complex magnetic topology of coronal holes on the Sun, revealing stable boundary connections, multiple null points, and singular linking lines that have implications for understanding the slow solar wind.
Contribution
It provides a detailed analytical analysis of coronal hole boundary topologies, uncovering stable joinings, multiple null points, and singular linkages that enhance understanding of solar magnetic structures.
Findings
Coronal hole boundaries can stably join to parasitic polarity separatrix boundaries.
A single parasitic polarity can produce multiple null points and separator lines.
Coronal holes are linked by a singular line, not a finite-width corridor.
Abstract
In recent work, Antiochos and coworkers argued that the boundary between the open and closed field regions on the Sun can be extremely complex with narrow corridors of open flux connecting seemingly disconnected coronal holes from the main polar holes, and that these corridors may be the sources of the slow solar wind. We examine, in detail, the topology of such magnetic configurations using an analytical source surface model that allows for analysis of the field with arbitrary resolution. Our analysis reveals three important new results: First, a coronal hole boundary can join stably to the separatrix boundary of a parasitic polarity region. Second, a single parasitic polarity region can produce multiple null points in the corona and, more important, separator lines connecting these points. It is known that such topologies are extremely favorable for magnetic reconnection, because they…
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