TITLE

Erratum: “On the variational approach to axisymmetric magnetohydrodynamic equilibria” [Phys. Plasmas 15, 092108 (2008)]

AUTHOR(S)
Andreussi, T.; Pegoraro, F.
PUB. DATE
March 2010
SOURCE
Physics of Plasmas;Mar2010, Vol. 17 Issue 3, p039901
SOURCE TYPE
Academic Journal
DOC. TYPE
Correction notice
ABSTRACT
A correction to the article "On the Variational Approach to Axisymmetric Magnetohydrodynamic Equilibria" that was published in a previous issue is presented.
ACCESSION #
48912143

 

Related Articles

  • Stabilization of ballooning modes with sheared toroidal rotation. Miller, R. L.; Waelbroeck, F. L.; Hassam, A.B.; Waltz, R.E. // Physics of Plasmas;Oct95, Vol. 2 Issue 10, p3676 

    Demonstrates the stabilization of magnetohydrodynamic ballooning models by sheared toroidal rotation using a shifted circle equilibrium model. Elimination of the fast Alfven wave; Periodic shifting of modes along the field line to the next point of unfavorable curvature; Relationship of the...

  • General formulation and exact solution for two-dimensional field-aligned magnetohydrodynamic... Hau, L.-N. // Physics of Plasmas;Mar1996, Vol. 3 Issue 3, p1113 

    Presents a general formulation for steady field-aligned magnetohydrodynamic (MHD) equilibrium flows with isotropic or gyrotropic pressures. Double-polytropic energy equations; Double-adiabatic and double-isothermal conditions that are special limits of the model; MHD counterpart of Bernoulli's...

  • Convective filamentation instability of circularly polarized Alfvén waves. Kuo, S. P.; Whang, M. H.; Schmidt, G. // Physics of Fluids B: Plasma Physics;Apr89, Vol. 1 Issue 4, p734 

    A convective instability that leads to the filamentation of large-amplitude Alfvén waves and generates nonoscillatory spatially growing density fluctuations is investigated by using a two-fluid plasma model. Based on linear perturbation analysis for a four-wave parametric coupling process,...

  • A magnetohydrodynamic model of kinetic Alfven waves with finite ion gyroradius. Marchenko, Victor A.; Denton, Richard E.; Hudson, Mary K. // Physics of Plasmas;Oct96, Vol. 3 Issue 10, p3861 

    Studies low-frequency magnetohydrodynamic equations including the effects of finite ion Larmor radius. Physical terms necessary to describe kinetic Alfven waves; Use of the waves to interpret ultra-low frequency wave phenomena in the Earth's magnetosphere.

  • Resistive instabilities in a flowing plasma: I. Inviscid case. Einaudi, G.; Rubini, F. // Physics of Fluids (00319171);Aug86, Vol. 29 Issue 8, p2563 

    The properties of resistive instabilities developing in equilibrium configurations in which flows are present are studied. The linearized magnetohydrodynamics (MHD) equations are solved numerically, taking into account the effects of resistivity, adopting equilibria with magnetic and velocity...

  • The pseudospectrum of the resistive magnetohydrodynamics operator: Resolving the resistive Alfven... Borba, D.; Ridel, K.S.; Kerner, W.; Huysmans, G.T.A.; Ottaviani, M.; Schmid, P.J. // Physics of Plasmas;Oct94, Vol. 1 Issue 10, p3151 

    Attempts to resolve the resistive Alfven paradox by studying the pseudospectrum of the resistive magnetohydrodynamics (MHD) operator. Generalization of the spectrum which corresponds to approximate eigenmodes; Determination of which spectrum is more relevant in describing the time evolution on...

  • Damping of toroidal Alfven modes in DIII-D. Mett, R.R.; Strait, E.J.; Mahajan, S.M. // Physics of Plasmas;Oct94, Vol. 1 Issue 10, p3277 

    Extends the previously developed single-gap kinetic theory for toroidicity-induced Alfven eigenmodes and applied to Doublet III-D experimental data. Reasonable agreement given by the theory with the data when an appropriate magnetohydrodynamic boundary condition is accounted for; Use of the gap...

  • On the ideal initial value problem for the neutral sheet. Dahlburg, R.B. // Physics of Plasmas;Sep94, Vol. 1 Issue 9, p3053 

    Considers the ideal initial value problem for the neutral sheet with emphasis on fieldwise-independent, infinitesimal velocity disturbances. Magnetohydrodynamic equations; Definition sketch of the initial state of the particular system under consideration; derivation of linear equations for...

  • Two stability problems related to resistive magnetohydrodynamics. Tasso, H. // Physics of Plasmas;Sep94, Vol. 1 Issue 9, p3132 

    Discusses two stability problems related to resistive magnetohydrodynamics. General stability condition derived for a class of real systems; Nonperturbative analysis illustrating the existence of a critical density for the appearance of an overstability and the connected Hopf bifurcation.

  • On stability and instability criteria for magnetohydrodynamics. Friedlander, Susan; Vishik, Misha M. // Chaos;Jun95, Vol. 5 Issue 2, p416 

    Examines the conditions under which magnetohydrodynamic (MHD) equilibria will be unstable. Maximal real part of the spectrum of the MHD equations linearized about an equilibrium state bounded from below by the growth rate of an operator defined by a system of local partial differential equations.

Share

Read the Article

Courtesy of THE LIBRARY OF VIRGINIA

Sorry, but this item is not currently available from your library.

Try another library?
Sign out of this library

Other Topics