Search Results - "Shatalov, M. Y."

Longitudinal Vibrations of a Lightly Damped Viscoelastic Rod Growing in Both Lateral and Axial Directions by Peck, A.J., Shatalov, M.Y., Joubert, S.V.

“…•Longitudinal vibrations in two directions of a viscoelastic growing rod are analysed.•Exact and approximate WKB solutions for the single mode are…”
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Extensive Study of Modern Approaches Used in Identifying the Buckingham Potential by Surulere, S. A., Shatalov, M. Y., Olayiwola, F. E.

“…This paper presents two mathematical approaches of estimating unknown parameters of the Buckingham potential. Two functional forms of the potential was…”
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The Dynamics of a Three-Dimensional Tuning Functionally Graded Plate Gyroscope by Sedebo, G. T., Shatalov, M. Y., Joubert, S. V., Shafi, A. A.

“…Gyroscopes operating along a single axis are widely developed and are currently batch-fabricated. Several applications which require three-dimensional (3D)…”
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Theory of Imperfections of Three-Dimensional Tuning Plate Gyroscope. Part I: Material Imperfections by Sedebo, G. T., Shatalov, M. Y., Joubert, S. V., Kekana, M. C., Shafi, A. A., Alhaji, T.

“…Imperfections resulting from fabrication processes are the major sources of limitation of the performance of disc vibratory gyroscopes/sensors. The presence of…”
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On a Method of Temperature Stresses Computation in a Functionally Graded Elastoplastic Material by Akinlabi, E. T., Dats, E. P., Mahamood, R. M., Murashkin, E. V., Shatalov, M. Y.

“…— The paper considers a sequence of solutions to the one-dimensional problem of irreversible deformation of a functionally graded material under conditions of…”
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Material characterization and corrosion behavior of hybrid coating Ti−Al−Si−Cu/Ti−6Al‐4V composite by Naidoo, L.C, Fatoba, O.S., Akinlabi, S.A., Mahamood, R.M., Shatalov, M.Y., Murashkin, E.V., Hassan, S., Akinlabi, E.T.

“…Titanium alloy grade 5 is a grade of the titanium material that is in‐demand in the marine, aerospace, biomedical and turbo machinery industries. It offers…”
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Application of the Heun functions to rotor vibratory gyroscope, their numerical computation and accuracy estimation by Motsepe, K.A., Shatalov, M.Y., Joubert, S.V.

“…For an asymmetric rotor vibratory gyroscope that is oscillating in an elastic suspension means, the equation of motion is derived from the Eurler–Lagrange…”
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Analysis of oscillations in 1D nanostructures influenced by different concrete potential functions by Surulere, S.A., Shatalov, M.Y., Ehigie, J.O.

“…A family of nonlinear second-order partial differential equations based on concrete potential functions were formulated and analyzed. The occurrence of linear…”
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Axisymmetric and Non-Axisymmetric Vibration of Thin Growing Viscoelastic Disc by Shatalov, M. Y., Joubert, S. V., Peck, A. J.

“…— Axisymmetric and non-axisymmetric in-plane vibrations of thin radially growing disc are considered in the frame of the Kelvin–Voigt model of linear…”
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Theory of Imperfections of Three-Dimensional Tuning Plate Gyroscope. Part II: Geometric Imperfections by Sedebo, G. T., Shatalov, M. Y., Joubert, S. V., Alhaji, T., Kekana, M. C.

“…Imperfections in a 3D (three-dimensional) disc/plate gyroscopes are major factors that limit the gyroscope’s sensitivity. Sources of imperfections may include…”
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Using Fourier series to analyse mass imperfections in vibratory gyroscopes by Joubert, S.V., Shatalov, M.Y., Coetzee, C.E.

“…When a vibrating structure is subjected to a rotation, the vibrating pattern rotates at a rate (called the precession rate) proportional to the inertial…”
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Bryan's effect and isotropic nonlinear damping by Joubert, Stephan V., Shatalov, Michael Y., Manzhirov, Alexander V.

“…Bryan's effect is the phenomenon of the rotation of the vibration pattern within the body of a rotating, vibrating body. In this paper we generalise Rayleigh's…”
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Analysing manufacturing imperfections in a spherical vibratory gyroscope by Joubert, S. V., Shatalov, M. Y., Coetzee, C. E.

“…In a recent article in the Journal of Sound and Vibration (JSV) we discussed the influence of mass imperfections and isotropic (viscous) damping on the…”
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