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On the proof of Taylor's conjecture in multiply connected domains by Faraco, Daniel; Lindberg, Sauli; MacTaggart, David; Valli, Alberto is a scholarly article available to read on EtoBox.

What is On the proof of Taylor's conjecture in multiply connected domains about?

In this Letter we extend the proof, by Faraco and Lindberg, of Taylor's conjecture in multiply connected domains to cover arbitrary vector potentials and remove the need to impose conditions on the magnetic field due to gauge invariance. This extension allows us to treat general magnetic fields in closed domains that are important in laboratory plasmas and brings closure to a problem that has been open for almost 50 years.

Author

Faraco, Daniel; Lindberg, Sauli; MacTaggart, David; Valli, Alberto

Published

2021

Language

EN