activity
20132015
most citedLocal and Nonlocal Advected Invariants and Helicities in Magnetohydrodynamics and Gas Dynamics I: Lie Dragging Approach

43 citations · 94 across the 5 of their papers we have counts for

collaborators

5 papers

physics.plasm-ph2015★ 11 cited

Multi-Symplectic Magnetohydrodynamics: II, Addendum and Erratum

G. M. Webb, J. F. McKenzie, G. P. Zank

A recent paper arXiv:1312.4890 on multi-symplectic magnetohydrodynamics (MHD) using Clebsch variables in an Eulerian action principle with constraints is further extended. We relat…

physics.space-ph2014

Hydromagnetic Waves in a Compressed Dipole Field via Field-Aligned Klein-Gordon Equations

Jinlei Zheng, Qiang Hu, J. F. McKenzie +1

Hydromagnetic waves, especially those of frequencies in the range of a few milli-Hz to a few Hz observed in the Earth's magnetosphere, are categorized as Ultra Low Frequency (ULF)…

math-ph2013★ 8 cited

Multi-Symplectic Magnetohydrodynamics

G. M. Webb, J. F. McKenzie, G. P. Zank

A multi-symplectic formulation of ideal magnetohydrodynamics (MHD) is developed based on a Clebsch variable variational principle in which the Lagrangian consists of the kinetic mi…

math-ph2013★ 43 cited

Local and Nonlocal Advected Invariants and Helicities in Magnetohydrodynamics and Gas Dynamics I: Lie Dragging Approach

Gary M. Webb, Brahmananda Dasgupta, James F McKenzie +2

In this paper we discuss conservation laws in ideal magnetohydrodynamics (MHD) and gas dynamics associated with advected invariants. The invariants in some cases, can be related to…

math-ph2013★ 32 cited

Local and Nonlocal Advected Invariants and Helicities in Magnetohydrodynamics and Gas Dynamics II: Noether's Theorems and Casimirs

G. M. Webb, B. Dasgupta, J. F. McKenzie +2

Conservation laws in ideal gas dynamics and magnetohydrodynamics (MHD) associated with fluid relabelling symmetries are derived using Noether's first and second theorems. Lie dragg…