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  • Governing of the piezoelect... Governing of the piezoelectric effect by external fields and strains
    Zvyagin, A. A; Slavin, V. V Scientific reports, 08/2024, Letnik: 14, Številka: 1
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    Piezoelectricity in quantum rare-earth metallic boron oxides with the coupling between magnetic, electric and elastic subsystem is studied theoretically. It is proved that the change of piezoelectric ...
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  • Observation and control of ... Observation and control of blinking nitrogen-vacancy centres in discrete nanodiamonds
    Zvyagin, A. V; Rabeau, J. R; Bradac, C ... Nature nanotechnology, 05/2010, Letnik: 5, Številka: 5
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    Nitrogen-vacancy colour centres in diamond can undergo strong, spin-sensitive optical transitions under ambient conditions, which makes them attractive for applications in quantum optics, nanoscale ...
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  • Pressure-tuning the quantum... Pressure-tuning the quantum spin Hamiltonian of the triangular lattice antiferromagnet Cs2CuCl4
    Zvyagin, S. A.; Graf, D.; Sakurai, T. ... Nature communications, 03/2019, Letnik: 10, Številka: 1
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    Abstract Quantum triangular-lattice antiferromagnets are important prototype systems to investigate numerous phenomena of the geometrical frustration in condensed matter. Apart from highly unusual ...
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  • Uniform Attractors for Non-... Uniform Attractors for Non-Autonomous Systems of Nonlinearly Viscous Fluid
    Zvyagin, A. V. Lobachevskii journal of mathematics, 03/2023, Letnik: 44, Številka: 3
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    Existence of uniform trajectory and uniform global attractors for an incompressible non-Newtonian fluid (namely, for the mathematical model of nonlinearly viscous fluid motion) in 2D and 3D bounded ...
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  • Weak Solvability of the Non... Weak Solvability of the Nonlinearly Viscous Pavlovskii Model
    Zvyagin, A. V. Russian mathematics, 06/2022, Letnik: 66, Številka: 6
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    This paper is devoted to studying the solvability of one initial boundary value problem describing the motion of aqueous solutions of polymers. This model considers a nonlinearly viscous fluid. The ...
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  • Pullback Attractors for a M... Pullback Attractors for a Model of Polymer Solutions Motion with Rheological Relation Satisfying the Objectivity Principle
    Zvyagin, V. G.; Zvyagin, A. V. Journal of mathematical sciences (New York, N.Y.), 08/2020, Letnik: 248, Številka: 5
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    On the basis of the trajectory pullback attractors theory, this paper studies the dynamics of weak solutions for a nonautonomous model of the polymer solutions motion (with the rheological relation ...
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