2008
DOI: 10.1103/physreve.78.046603
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Explosive dynamics and localization of wave triads in a coupled magnetoelastic system

Abstract: The dynamics of three-wave parametric coupling is considered on an example of nonequilibrium magnetostrictive medium under electromagnetic pumping. Subthreshold and supercritical mode of three-wave excitation are described analytically and simulated numerically for a triad of magnetoelastic waves. Theoretical analysis of the supercritical mode shows that space-time development of three-wave excitation in such a nonequilibrium system has the character of explosive instability and localization of "positive energ… Show more

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Cited by 11 publications
(6 citation statements)
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“…Contrary to previous work [4,5] where the first-order equations for slowly varying envelopes were used, the complete nonlinear model of EPAF low frequency dynamics described in Ref. [1] is used here in order to take into account high expected amplitudes of magnetic oscillations.…”
Section: Theoretical Model Of Three Quasi-phonon Supercritical Excitamentioning
confidence: 98%
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“…Contrary to previous work [4,5] where the first-order equations for slowly varying envelopes were used, the complete nonlinear model of EPAF low frequency dynamics described in Ref. [1] is used here in order to take into account high expected amplitudes of magnetic oscillations.…”
Section: Theoretical Model Of Three Quasi-phonon Supercritical Excitamentioning
confidence: 98%
“…If the higher-order nonlinearity is neglected, the generation of quasi-phonon triads would be accompanied by explosive instability [4,5]. The threshold condition for this instability is [4] G ¼…”
Section: Theoretical Model Of Three Quasi-phonon Supercritical Excitamentioning
confidence: 99%
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“…The coupling of three quasiphonons was observed recently in the ''easy plane'' phase of antiferromagnetic crystal a-Fe 2 O 3 under homogeneous RF electromagnetic pumping [2,3]. The theoretical analysis [2,4] has shown several specific dynamic features that differ the three wave coupling from well known parametric excitation of quasiphonon pairs. The first one is the dependence of instability threshold not only on amplitude of electromagnetic pumping but also on the number of initial quasi-phonons (i.e.…”
Section: Introductionmentioning
confidence: 94%