activity
20132015
most citedClassification of Electromagnetic and Gravitational Hopfions by Algebraic Type

45 citations · 84 across the 2 of their papers we have counts for

collaborators

5 papers

physics.plasm-ph2015★ 39 cited

Self-organizing Knotted Magnetic Structures in Plasma

C. B. Smiet, S. Candelaresi, A. Thompson +3

We perform full-MHD simulations on various initially helical configurations and show that they reconfigure into a state where the magnetic field lines span nested toroidal surfaces…

gr-qc2014★ 45 cited

Classification of Electromagnetic and Gravitational Hopfions by Algebraic Type

Amy Thompson, Alexander Wickes, Joe Swearngin +1

We extend the definition of hopfions to include a class of spin- fields and use this to introduce the electromagnetic and gravitational hopfions of different algebraic types. Th…

gr-qc2014

Linked and Knotted Gravitational Radiation

Amy Thompson, Joe Swearngin, Dirk Bouwmeester

We show that the torus knot topology is inherent in electromagnetic and gravitational radiation by constructing spin- fields based on this topology from the elementary states of…

physics.plasm-ph2013

Constructing a class of topological solitons in magnetohydrodynamics

Amy Thompson, Joe Swearngin, Alexander Wickes +1

We present a class of topological plasma configurations characterized by their toroidal and poloidal winding numbers, and respectively. The special case of and…

gr-qc2013

Gravitational Hopfions

Joe Swearngin, Amy Thompson, Alexander Wickes +2

The electromagnetic hopfion (EM hopfion) is a topologically nontrivial solution to the vacuum Maxwell equations with the property that any two field lines belonging to either the e…