Photo: Vitaliy S. Kyryliuk

Staff profile

Vitaliy S. Kyryliuk

Кирилюк Віталій Семенович

Position: Leading Researcher

Department: Department of Theory of Vibrations

Academic degree: Doctor of Physical and Mathematical Sciences

Research profile

Research areas

  • Mechanics of coupled fields.
  • Fracture mechanics.
  • Mechanics of contact interaction.
Academic activity

Professional activity

His scientific work is related to mathematical modelling of contact interaction, fracture-mechanics problems, and electroelastic media.

Selected publications

Publications

Selected publications

  1. Kirilyuk V.S., Levchuk O.I. Displacement and Rotation of Rigid Disk-Like Inclusions at Interface of Two Piezoelectric Half-Spaces // International Applied Mechanics. 2025. Vol. 61, No. 3. P. 319–329. DOI: https://doi.org/10.1007/s10778-025-01355-4.
  2. Kirilyuk V.S., Levchuk O.I., Kobzar P.Yu., Viter M.B. Mathematical Modeling of Displacement of Rigid Elliptical Disk in Piezoelectric Space Along Symmetry Axis of Material // International Applied Mechanics. 2024. Vol. 60, No. 4. P. 415–421. DOI: https://doi.org/10.1007/s10778-024-01294-6.
  3. Kirilyuk V.S., Levchuk O.I. Contact Interaction of Two Piezoelectric Transversely Isotropic Half-Spaces with Rigid Flat Inclusion of Arbitrary Shape Between Them // International Applied Mechanics. 2024. Vol. 60, No. 1. P. 70–79. DOI: https://doi.org/10.1007/s10778-024-01263-z.
  4. Kirilyuk V.S., Levchuk O.I. Stress State of a Piezoelectric Medium with a Noncentrally Loaded Rigid Circular Disk // International Applied Mechanics. 2023. Vol. 59, No. 6. P. 685–694. DOI: https://doi.org/10.1007/s10778-024-01251-3.
  5. Kirilyuk V.S., Levchuk O.I. Mathematical Modeling of the Stress State for the Displacement and Rotation of the Rigid Penny-Shaped Inclusion Embedded in a Piezoelectric Space // Advanced Structured Materials. 2023. Vol. 191. P. 239–250. DOI: https://doi.org/10.1007/978-3-031-37313-8_14.
  6. Kirilyuk V.S., Levchuk O.I. Contact Interaction of Two Piezoelectric Half-Spaces, One of Which Contains a Near-Surface Notch of Elliptical Cross-Section // International Applied Mechanics. 2022. Vol. 58, No. 4. P. 436–444. DOI: https://doi.org/10.1007/s10778-022-01168-9.