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Dynamics of vortices in quasi-two-dimensional classical Heisenberg magnets with weak easy-plane anisotropy

A R Volkel et al 1992 J. Phys.: Condens. Matter 4 9411-9422   doi: 10.1088/0953-8984/4/47/021  Help

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A R Volkel, A R Bishop, F G Mertens and G M Wysin
Phys. Inst., Bayreuth Univ., Germany

Abstract. The authors present a discussion of the dynamical correlation functions for Heisenberg magnets with a weak easy-plane anisotropy for temperatures just above the Kosterlitz-Thouless phase transition. Compared to the XY-model they find here vortices which have in addition to the well known in-plane structure a localized out-of-plane profile around their centre. For the ferromagnetic case this structure produces an effective magnetic field which acts as a gyro force on the other vortices. Assuming a dilute gas of weakly interacting vortices, they find analytic expressions for the vortex contribution to the dynamical correlation functions. These results are compared (i) with numerical Monte Carlo-molecular dynamics simulations on a 100*100 square lattice allowing them to determine values for the vortex correlation length xi and average vortex velocity u and (ii) with experiments performed on different quasi-two-dimensional magnetic materials.

Print publication: Issue 47 (23 November 1992)

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