TITLE

Erratum: “Parametric instability of a driven ion-acoustic wave” [Phys. Plasmas 12, 092101 (2005)]

AUTHOR(S)
Pesme, D.; Riconda, C.; Tikhonchuk, V. T.
PUB. DATE
August 2009
SOURCE
Physics of Plasmas;Aug2009, Vol. 16 Issue 8, p089903
SOURCE TYPE
Academic Journal
DOC. TYPE
Correction notice
ABSTRACT
In this erratum, (i) we repair a typographical error in Eq. (44) of our publication [D. Pesme, C. Riconda, and V. T. Tikhonchuk, Phys. Plasmas 12, 092101 (2005)] and (ii) we correct an algebraic mistake concerning the Korteweg-de-Vries (KdV) limits (44) and (49) of the general dispersion relation (39) of our publication. This algebraic error invalidates some of our statements concerning the existence of the decay H2 instability in the KdV limit. We consequently correct the approximate equation governing the decay H2 instability in the KdV limit. We display the corrected figures corresponding to the numerical solutions of the general dispersion relation (39).
ACCESSION #
43975175

 

Related Articles

  • Dispersion Relation for Kink-Type Solitons in One-Dimensional Ferromagnets. Galkina, E. G.; Ivanov, B. A. // JETP Letters;3/25/2000, Vol. 71 Issue 6, p259 

    It is shown that the energy of a kink-type soliton in a one-dimensional ferromagnet depends periodically on the soliton momentum, the period being determined by the spin of the ferromagnet and by the character of anisotropy in it. � 2000 MAIK �Nauka / Interperiodica�.

  • Novel method for determining the electromagnetic dispersion relation of periodic slow wave structures. Carmel, Y.; Guo, H.; Lou, W. R.; Abe, D.; Granatstein, V. L.; Destler, W. W. // Applied Physics Letters;9/24/1990, Vol. 57 Issue 13, p1304 

    A novel method for calculating the dispersion relation of electromagnetic modes in an arbitrary periodic slow wave structure is reported. In this method it is sufficient to know the frequencies corresponding to three special wave number values, with other points calculated using an approximate...

  • Asymptotic representations of the dispersion relation for a two-ply, pre-stressed incompressible elastic laminate. Rogerson, G.A.; Sandiford, K.J. // Acta Mechanica;2000, Vol. 143 Issue 3/4, p179 

    Examines the dispersion relation associated with amplitude waves in a bonded elastic structure. Indication of asymptotic expansion; Domain of linear stability; Observation of the flexural and extensional problems.

  • A Free-Flooding Acoustical Resonator for Measurement of Bubble Size Distributions.  // Journal of Atmospheric & Oceanic Technology;Oct98, Vol. 15 Issue 5, p1132 

    An instrument for the measurement of bubble size distributions is described. The sensing element exploits the free-flooding resonator design of Medwin with modifications to overcome the limitations in the original implementation, especially those due to a sensitivity to ambient pressure...

  • On the dispresion relation of longitudinal waves in equilibrium plasma. Schlickeiser, Reinhard; Mause, Hartmut // Physics of Plasmas;Nov95, Vol. 2 Issue 11, p4025 

    Investigates the dispersion relation of subliminal longitudinal waves in thermal non-degenerated isotropic equilibrium plasmas. Analytic expression for the real part of the dispersion relation; Derivation in implicit form of the wavenumber of all possible subliminal longitudinal plasma modes;...

  • Onset of wavy vortices in the finite-length Couette�Taylor problem. Edwards, W. S.; Beane, S. R.; Varma, S. // Physics of Fluids A;Jun91, Vol. 3 Issue 6, p1510 

    The transition from Taylor vortex flow to wavy vortex flow in the Couette�Taylor problem, for finite annulus lengths, is studied. Using an accurate, fully resolved numerical code, infinite-cylinder nonlinear axisymmetric Taylor vortices are computed and their stability with respect to...

  • Pierce-type dispersion relation for an intense relativistic electron beam interacting with a... Chiping Chen // Physics of Plasmas;Jan1994, Vol. 1 Issue 1, p167 

    Studies the Pierce-type dispersion relation for an intense relativistic electron beam interacting with a slow-wave structure. Basic formulation of the problem given by Swegle, Poukey and Leifeste; Pierce and space-charge parameters; Dispersion characteristics in the Compton and Raman regimes.

  • Mitigation of the Rayleigh-Taylor instability by sheared axial flows. Shumlak, U.; Roderick, N.F. // Physics of Plasmas;Jun98, Vol. 5 Issue 6, p2384 

    Examines the effect of sheared axial flows on the Rayleigh-Taylor instability in Z pinch implosions. Factors stabilizing the Rayleigh-Taylor instability; Analysis of the dispersion relations in uniform and annular plasma implosions; Possibility of the mitigation of the Rayleigh-Taylor...

  • Surface waves in magnetized plasma. Janaki, M. Sita; Dasgupta, Brahmananda // Physics of Plasmas;Dec98, Vol. 5 Issue 12, p4163 

    Investigates electrostatic surface waves propagating along the interface between a warm magnetized plasma and vacuum. Derivation of the relevant dispersion relations using a fluid model; Formulation of the general dispersion relation for the magnetic field arbitrary orientation; Impact of...

  • Sabot front borerider stiffness vs. dispersion: Finding the knee in the curve. Hathaway, Alan F.; Burnett, Jr., John R. // Shock & Vibration;2001, Vol. 8 Issue 3/4, p193 

    In the design of armor piercing, fin-stabilized, discarding sabot projectiles, the radial stiffness of the sabot front borerider has a significant impact on the projectile's dispersion and is, therefore, an important design consideration. Whether designing a new projectile or trying to improve...

Share

Read the Article

Courtesy of VIRGINIA BEACH PUBLIC LIBRARY AND SYSTEM

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

Try another library?
Sign out of this library

Other Topics