“…It is known that the linear dispersion relation in a ferromagnetic system bears a resemblance to that in plasmas. So we believe that a ferromagnetic system would show versatile nonlinear electromagnetic phenomena very similar to the ones in plasmas' [18][19][20][21] '. An interesting class of exact standing wave solutions df the equations that describe an unmagnetized relativistic cold overdense plasma is shown to exist' 22-24 ', and its stability against long-wavelength small perturbations is subsequently investigated' 25 '.…”
mentioning
confidence: 99%
“…It is well known that the electromagnetic phenomena in an isotropic ferromagnetic system with a negligible conductivity can be described by Maxwellian equations Vxl = -~, Vxl=~, VB = 0, S = # + 47rJtf, (1) c at c at and Landau-Lifshitz equation' [9][10][11][12][13][14][15][16][17][18][19][20][21] '…”
Strong nonlinear circularly polarized electromagnetic standing waves modulated in the direction of the dc magnetic field in a ferromagnetic system are investigated. Four distinct classes of standing wave solutions are shown to exist.
“…It is known that the linear dispersion relation in a ferromagnetic system bears a resemblance to that in plasmas. So we believe that a ferromagnetic system would show versatile nonlinear electromagnetic phenomena very similar to the ones in plasmas' [18][19][20][21] '. An interesting class of exact standing wave solutions df the equations that describe an unmagnetized relativistic cold overdense plasma is shown to exist' 22-24 ', and its stability against long-wavelength small perturbations is subsequently investigated' 25 '.…”
mentioning
confidence: 99%
“…It is well known that the electromagnetic phenomena in an isotropic ferromagnetic system with a negligible conductivity can be described by Maxwellian equations Vxl = -~, Vxl=~, VB = 0, S = # + 47rJtf, (1) c at c at and Landau-Lifshitz equation' [9][10][11][12][13][14][15][16][17][18][19][20][21] '…”
Strong nonlinear circularly polarized electromagnetic standing waves modulated in the direction of the dc magnetic field in a ferromagnetic system are investigated. Four distinct classes of standing wave solutions are shown to exist.
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