Viktor M. Kalita
National Technical University
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Featured researches published by Viktor M. Kalita.
Physical Review E | 2017
Viktor M. Kalita; Andrei A. Snarskii; Mikhail Shamonin; Denis Zorinets
The influence of an external magnetic field on the static shear strain and the effective shear modulus of a magnetoactive elastomer (MAE) is studied theoretically in the framework of a recently introduced approach to the single-particle magnetostriction mechanism [V. M. Kalita et al., Phys. Rev. E 93, 062503 (2016)10.1103/PhysRevE.93.062503]. The planar problem of magnetostriction in an MAE with magnetically soft inclusions in the form of a thin disk (platelet) having the magnetic anisotropy in the plane of this disk is solved analytically. An external magnetic field acts with torques on magnetic filler particles, creates mechanical stresses in the vicinity of inclusions, induces shear strain, and increases the effective shear modulus of these composite materials. It is shown that the largest effect of the magnetic field on the effective shear modulus should be expected in MAEs with soft elastomer matrices, where the shear modulus of the matrix is less than the magnetic anisotropy constant of inclusions. It is derived that the effective shear modulus is nonlinearly dependent on the external magnetic field and approaches the saturation value in magnetic fields exceeding the field of particle anisotropy. It is shown that model calculations of the effective shear modulus correspond to a phenomenological definition of effective elastic moduli and magnetoelastic coupling constants. The obtained theoretical results compare well with known experimental data. Determination of effective elastic coefficients in MAEs and their dependence on magnetic field is discussed. The concentration dependence of the effective shear modulus at higher filler concentrations has been estimated using the method of Padé approximants, which predicts that both the absolute and relative changes of the magnetic-field-dependent effective shear modulus will significantly increase with the growing concentration of filler particles.
Physical Review E | 2016
Viktor M. Kalita; Andrei A. Snarskii; Denis Zorinets; Mikhail Shamonin
Magnetoactive elastomers (MAEs) are composite materials comprised of micrometer-sized ferromagnetic particles in a nonmagnetic elastomer matrix. A single-particle mechanism of magnetostriction in MAEs, assuming the rotation of a soft magnetic, mechanically rigid particle with uniaxial magnetic anisotropy in magnetic fields is identified and considered theoretically within the framework of an alternative model. In this mechanism, the total magnetic anisotropy energy of the filling particles in the matrix is the sum over single particles. Matrix displacements in the vicinity of the particle and the resulting direction of the magnetization vector are calculated. The effect of matrix deformation is pronounced well if the magnetic anisotropy coefficient K is much larger than the shear modulus µ of the elastic matrix. The feasibility of the proposed magnetostriction mechanism in soft magnetoactive elastomers and gels is elucidated. The magnetic-field-induced internal stresses in the matrix lead to effects of magnetodeformation and may increase the elastic moduli of these composite materials.
Journal of Applied Physics | 2018
Andrii V. Bodnaruk; Alexander Brunhuber; Viktor M. Kalita; Mykola M. Kulyk; Andrei A. Snarskii; Albert F. Lozenko; Sergey M. Ryabchenko; Mikhail Shamonin
Magnetic properties of a magnetoactive elastomer (MAE) filled with {\mu}m-sized soft-magnetic iron particles have been experimentally studied in the temperature range between 150 K and 310 K. By changing the temperature, the elastic modulus of the elastomer matrix was modified and it was possible to obtain magnetization curves for an invariable arrangement of particles in the sample as well as in the case when the particles were able to change their position within the MAE under the influence of magnetic forces. At low (less than 220 K) temperatures, when the matrix becomes rigid, the magnetization of the MAE does not show a hysteresis behavior and it is characterized by a negative value of the Rayleigh constant. At room temperature, when the polymer matrix is compliant, a magnetic hysteresis exists and exhibits local maxima of the field dependence of the differential magnetic susceptibility. The appearance of these maxima is explained by the elastic resistance of the matrix to the displacement of particles under the action of magnetic forces.
Solid State Phenomena | 2015
Alexander I. Tovstolytkin; Sergii Solopan; Viktor M. Kalita; S.M. Ryabchenko; Anatolii Belous
Structural and magnetic characteristics of (La,Sr)MnO3 nanoparticles synthesized by different methods have been studied in the work. The specific loss power which is released on the exposure of an ensemble of synthesized particles to alternating magnetic field was calculated and measured experimentally. The contributions to the specific loss power resulted from different heating mechanisms have been discussed. The directions to enhance the heating efficiency of various kinds of magnetic nanoparticles are outlined
Physical Chemistry Chemical Physics | 2015
Viktor M. Kalita; A. I. Tovstolytkin; S. M. Ryabchenko; O. V. Yelenich; S. O. Solopan; A. G. Belous
Nanoscale Research Letters | 2016
Yulia Shlapa; Mykola M. Kulyk; Viktor M. Kalita; Taras Polek; Alexandr Tovstolytkin; Jean-Marc Greneche; Sergii Solopan; Anatolii Belous
Journal of Alloys and Compounds | 2017
Yulia Shlapa; Sergii Solopan; Andrii V. Bodnaruk; Mykola M. Kulyk; Viktor M. Kalita; Yulia Tykhonenko-Polishchuk; Alexandr Tovstolytkin; Victor Zinchenko; Anatolii Belous
Journal of Magnetism and Magnetic Materials | 2019
Andrii V. Bodnaruk; Viktor M. Kalita; Mykola M. Kulyk; Albert F. Lozenko; Sergey M. Ryabchenko; Andrei A. Snarskii; Alexander Brunhuber; Mikhail Shamonin
arXiv: Materials Science | 2018
Andrii V. Bodnaruk; Alexander Brunhuber; Viktor M. Kalita; Mykola M. Kulyk; Andrei A. Snarskii; Albert F. Lozenko; Sergey M. Ryabchenko; Mikhail Shamonin
Journal of Magnetism and Magnetic Materials | 2018
Alexandr Tovstolytkin; Mykola M. Kulyk; Viktor M. Kalita; S.M. Ryabchenko; V.O. Zamorskyi; O.P. Fedorchuk; S.O. Solopan; A.G. Belous