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- W1969192214 abstract "We have considered vortices in p-wave superconductors with a nonvanishing order parameter in the vortex core for the arbitrary ratio $ensuremath{kappa}=ensuremath{lambda}/ensuremath{xi}$ (here $ensuremath{lambda}$ and $ensuremath{xi}$ are the magnetic length and the coherence length, correspondently). Vector vortices are characterized by an orientation in the order-parameter space, however, spatial profile of both the order parameter and magnetic field of the vortex demonstrate an essential difference of the vortex structure for different $ensuremath{kappa}$ parameters and from those calculated for the vortex in liquid ${}^{3}mathrm{He}.$ We calculate lower critical field ${H}_{c1}$ and find that critical $ensuremath{kappa}={ensuremath{kappa}}_{c}=1/sqrt{2}$ is independent of the detailed form of interactions. Strong asymmetry of some of the components of the order parameter disappears when $ensuremath{kappa}$ approaches ${ensuremath{kappa}}_{c}.$ The vortex lattice in the multicomponent superconductor resembles a spin system in which the orientation in the order-parameter space plays the role of ``spin.'' Interactions between vortices lead to long-range order. An effective theory for this system is proposed." @default.
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- W1969192214 date "2003-06-13" @default.
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- W1969192214 title "Vector vortices inp-wave superconductors with arbitraryκparameter" @default.
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- W1969192214 doi "https://doi.org/10.1103/physrevb.67.224507" @default.
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