| The Astrophysical Journal. Letters | |
| Observations of Twist, Current Helicity, and Writhe in the Magnetic Knots of δ -sunspots Consistent with the Kink Instability of a Highly Twisted Flux Rope | |
| article | |
| Peter J. Levens1  Aimee A. Norton1  Mark G. Linton2  Kalman J. Knizhnik2  Yang Liu1  | |
| [1] HEPL Solar Physics, Stanford University;Naval Research Laboratory | |
| DOI : 10.3847/2041-8213/acf0c6 | |
| 来源: IOP Publishing Limited | |
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【 摘 要 】
We measure current helicity ( H r c ) as well as proxies for twist ( α r ) and writhe ( W ) in the isolated magnetic knots of three delta ( δ )-sunspots and report that the observations are consistent with a kink instability acting on a highly twisted flux tube.δ -spots are active regions (ARs) in which positive and negative umbrae share a penumbra. We identify and isolate "magnetic knots," i.e., opposite polarity umbrae that are in close proximity and forming theδ -configuration, in ARs NOAA 11158, 11267, and 11476 as observed with data from the Solar Dynamic Observatory Helioseismic and Magnetic Imager. We find thatH r c ,α r , andWhave the same sign for each magnetic knot, as predicted in simulations of a kink instability acting on highly twisted flux tubes. The deformed flux tube causing theδ -formation, the magnetic knot, is only a portion of the entire AR and demonstrates the potential for the kink instability to act on a smaller spatial scale within the AR. Each magnetic footpoint contains a single sign of the radial current,J r , which suggests that we are observing the core of the flux rope without return currents. As a counterexample, we analyze oneβ -spot that showsH r c andα r have the opposite signs ofW . While our observations support the formation mechanism of the magnetic knots inδ -spots being the kink instability, a much larger sample is needed to determine confidently the prevalence of the kink instability as the cause of flux tube deformation.
【 授权许可】
Unknown
【 预 览 】
| Files | Size | Format | View |
|---|---|---|---|
| RO202307170001488ZK.pdf | 924KB |
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