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Competition between superconductivity and magnetism in ferromagnet/superconductor heterostructures this framework, possible mutual accommodation scenarios for superconducting and magnetic order parameters
Competition between superconductivity and magnetism in ferromagnet/ superconductor heterostructures accommodation scenarios for superconducting and magnetic order parameters are found, the corresponding phase
Statistical-mechanical description of orientational order tensor fluctuation by means of Fokker-Planck equation offluctuations of tensor order parameter on bases ofsolving of the Liouville equation by Zubarev method.
Features of superconducting transition in nanocomposite consisting of "insulating matrix (porous alkali-borosilicate glass)" - "granular metallic filler (indium)")" (PG7+In) has been found and analyzed in the vicinity of superconducting transition. Insulating
Superconducting probe of electronic correlations and exchange field based on the proximity effect in F/S nanostructures is proposed for determining the symmetry of the order parameter, the magnitude and sign of electron
The superconducting phase transitions for the asymmetrical FS superlattices with interelectronic interaction in ferromagnet layers states which are characterized by phase shifts between superconducting order parameters in S(F) and S
Inhomogeneous superconducting states and umklapp processes in ferromagnet/superconductor nanostructures/S) nanostructures, where superconductivity is a superposition of the BCS pairing with zero total momentum
Proximity effect as a probe of electronic correlations and exchange field in dirty ferromagnet/superconductor nanostructures of the electronic correlations, the order parameter symmetry and exchange fields in various FM layers.
Proximity effect as a probe of electronic correlations and exchange field in dirty ferromagnet/superconductor nanostructures effect probe the magnitude and sign of the electronic correlations, the order parameter symmetry
Thermodynamics of an interacting fermi system in the static fluctuation approximation 1 order for the interacting Fermi-gas model in the framework of the static fluctuation approximation
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