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O. I. Kyrylova

Observed names: O I Kyrylova, O. Kyrylova, Olga Kyrylova, Olha I. Kyrylova, О. І. Кирилова
ORCID: 0000-0002-9221-182X
Observed ORCID: 0000-0002-9221-182X
OpenAlex ID: A5069894025
Harmonic Vibration and Resonance Effects in the Case of Longitudinal Shear of a Hollow Cylinder with Crack
2019 · O. I. Kyrylova, V. V. Mykhas’kiv · Materials Science · 6
Stressed State of a Hollow Cylinder with a System of Cracks under Longitudinal Shear Harmonic Oscillations
2019 · Olga Kyrylova, Vsevolod Popov · Problemy mašinostroeniâ/Problemy mašinostroeniâ · 2
Stress State of a Hollow Cylindrical Body with a System of Cracks Under Oscillations of Longitudinal Shear
2019 · Olga Kyrylova, Vsevolod Popov · Structural integrity · 2
Harmonic oscillations of a longitudinal shear infinite hollow cylinder arbitrary cross-section with a tunnel crack
2018 · O I Kyrylova, V G Popov · Journal of Physics Conference Series · 2
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Stress state in an infinite cylinder of any cross section with tunnel defect under harmonic oscillations of longitudinal shear
2013 · O. I. Kyrylova, V. G. Popov · Journal of Mathematical Sciences · 2
Iterative method for determining the stress state under the action of waves on a system of cracks
2023 · V. G. Popov, O. I. Kyrylova · Математичні методи та фізико-механічні поля · 1
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A Dynamic Contact Problem of Torsion that Reduces to the Singular Integral Equation with Two Fixed Singularities
2020 · V. Popov, O. Kyrylova · Structural integrity · 1
Iterative Method for Finding the Stress State Under the Action of Waves Upon a System of Cracks
2025 · V. G. Popov, O. I. Kyrylova · Journal of Mathematical Sciences
Iterative Method of Determining Stress Intensity Coefficients Under Dynamic Loading of the Crack System
2024 · Olha I. Kyrylova, Vsevolod H. Popov · Journal of Mechanical Engineering
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Iterative Method for Determination of the Two-dimensional Dynamic Stress State in the Presence of a System of Thin Rigid Inclusions in an Elastic Body
2024 · V. G. Popov, O. I. Kyrylova · Journal of Mathematical Sciences
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Interaction of a Crack with Inclusion in a Cylindrical Body Under Longitudinal Shear Vibrations
2024 · O. I. Kyrylova, V. G. Popov · Journal of Mathematical Sciences
The interaction between a crack and an inclusion in a cylindrical body under the longitudinal shear oscillations
2021 · O. I. Kyrylova, V. G. Popov · Математичні методи та фізико-механічні поля
Numerical solution of a singular integral equation related with a dynamic contact interaction problem
2021 · V. G. Popov, O. I. Kyrylova · Bulletin of Taras Shevchenko National University of Kyiv Series Physics and Mathematics
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Напружений стан у нескінченному циліндрі довільного перерізу з тунельним дефектом в умовах гармонічних коливань поздовжнього зсуву
2015 · О. І. Кирилова, В. Г. Попов · Математичні методи та фізико-механічні поля
Works count: 14
Citation count: 16
H-index: 2
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