Department of thermoelasticity

S.P.Timoshenko Institute of Mechanics

of National Academy of Science of Ukraine

Department of thermoelasticity

The Department of Thermoelasticity was established in 1946. The organizer and head of the department in 1946 – 1973 years was academician of NASU Kovalenko A.D., from 1988 to present the department is headed by Doctor of Phys.-Math. Sci., prof. Karnaukhov Vasyl G.

Directions of scientific activity:
  • thermomechanics of inelastic materials and bodies with arbitrary histories of thermoelectromechanical loading;
  • mathematical models of harmonic vibrations and dissipative heating of spatial and thin-walled bodies;
  • numerical-analytical methods for solving coupled problems of thermomechanics;
  • study of the influence of the connection of mechanical, electric and temperature fields on the thermoelectromechanical behavior of inelastic spatial and thin-walled bodies under harmonic mechanical and electrical loads;
  • mathematical models and numerical-analytical methods for studying the thermal destruction of inelastic passive and piezoactive bodies under harmonic electromechanical loading;
  • numerical simulation of dynamical problems for inelastic bodies, subjected to pulse thermomechanical loading with accounting of thermostructural transformation.

Today the department employs: 5 Doctors of Science and 4 Ph.D.


Acting Head of the department

Karnaukhov Vasyl G., Chief Researcher, Doctor of Physical and Mathematical Sciences, Professor (mechanics of a deformable solid body).

Higher education: T.G. Shevchenko Kyiv State University, Mechanics and Mathematics Faculty, specialty – Mechanics

Directions of scientific activity:
  • Nonlinear models of thermomechanics of сoupled fields in inelastic materials and structural elements
  • Numerical-analytical methods for solving сoupled problems of thermoelectromechanics
  • Mathematical models and methods for the study of active damping of forced vibrations of thin-walled structural elements using piezoelectric inclusions

Links to information about the researcher on the Internet: Google Scholar

Contact information: karn@inmech.kiev.ua, phone: +380444568599 , office №.218 (build III)

Major publications:
  • Karnaukhov V.G., Kozlov V.I., Sichko V.M., Zavgorodnii A.V. Three-dimensional problems on vibrations and dissipative heating of rotating bodies from passive and piezoactive viscoelastic materials. – Mykolaiv: Ilion, 2017. – 138 p. (in Ukranian)
  • Bulat А.F., Dyrda V.I., Karnaukhov V.G., Zvjagil’sky E.L., Kobets А.S. Forced vibrations and dissipative heating of nonelastic bodies. – Kiev: Naukova dumka, 2014. – 448p. (in Russian)
  • Bulat А.F., Dyrda V.I., Karnaukhov V.G., Zvjagil’sky E.L., Kobets А.S. Applied mechanics of elastic-hereditary media. In 3 volumes. V.3. Thermomechanical theory of viscoelastic bodies. – Kiev: Naukova dumka,, 2013. – 428 p. (in Russian)
  • Karnaukhov V.G., Mikhailenko V.V. Nonlinear ther-momechanics of piezoelectric nonelastic bodies under monohar-monic loading. – Zhytomyr: ZTU, 2005. 428p. (in Russian)
  • Mechanics of composites: in 12 volumes (Ed by A.N.Guz). Vol. 9. Kubenko V.D., Babaev A.E., Bespalova E.I., Vasilenko A.T., Grigorenko A.Ya., Zarutsky V.A., Karnaukhov V.G. and others. Dynamics of Structural Elements / Ed by V.D.Kubenko. – Kiev: A.S.K., 1999. – 379p. (in Russian)
  • Mechanics of composites: in 12 volumes (Ed by A.N.Guz).. Vol.6. Guz A.N., Shulga N.A., Tomashevsky V.T., Zakhvatov A.S., Karnaukhov V.G. and others. Technological stresses and strains in materials / Ed by N.A.Shul’ga and V.T.Tomashevsky. – Kiev: A.S.K., 1997. – 94p. (in Russian)
  • Karnaukhov V.G., Gumeniuk B.P. Thermomechanics of initially deformed viscoelastic bodies. – Kiev: Naukova dumka, 1990. 304p. (in Russian)
  • Mechanics of coupled fields in structural elements (edited by Guz A.N.): in 5 volumes. Vol.4. Karnaukhov V.G., Кyrychok I.F. Electrothermoviscoelasticity. – Kiev: Naukova dumka, 1988. – 320p. (in Russian)
  • Poturaev V.N., Dyrda V.I., Karnaukhov V.G., Kozlov V.I., Senchenkov I.K., Maznetsova A.V. Thermomechanics of elastomer structural elements under cyclic loading. – Kiev: Naukova dumka, 1987. – 288p. (in Russian)
  • Karnaukhov V.G., Кyrychok I.F. Coupled problems of theory of viscoelastic plates and shells. – Kiev: Naukova dumka, 1986. – 224p. (in Russian)
  • Karnaukhov V.G., Senchenkov I.К., Gumeniuk B.P. Thermomechanical behavior of viscoelastic bodies under harmonic loading. – Kiev: Naukova dumka, 1985. – 288 p. (in Russian)
  • Karnaukhov V.G. Coupled problems of thermoviscoelasticity. – Kiev: Naukova dumka, 1982. – 260p. (in Russian)
  • Bulat A.F., Dirda V.I., Karnaukhov V.G., Agal’tsov G. M. Effect of Ionizing Radiation on the Mechanical Behavior of Rubber Materials // Int. Appl. Mech. – 2021. – Vol. 57, Issue 4.– P. 379 – 385. https://doi.org/10.1007/s10778-021-01089-z
  • Karnaukhov V.G., Kozlov V. I., Karnaukhova T. V. Critical electric load on a hinget thermoelectroelastic rectangular plate with piezoelectric sensors and actuators // Int. Appl. Mech. – 2019. – Vol. 55, Issue 6. – P. 596–600. https://doi.org/10.1007/s10778-019-00981-z
  • Bulat A.F., Dyrda V.I. & Karnaukhov V.G. Durability of thermoviscoelastic bodies under long-term cyclic loading // Int. Appl. Mech. – 2019. – Vol. 55, Issue 5. – P. 496 –504. https://doi.org/10.1007/s10778-019-00971-1
  • Karnaukhov, V.G., KozlovV.I.& Karnaukhova T.V. Forced vibrations and dissipative heating of hinged flexible viscoelastic rectangular plates with actuators under shear deformation // Int. Appl. Mech. – 2018. – Vol. 54, Issue 1. – P. 85–93. https://doi.org/10.1007/s10778-018-0862-6.
  • Karnaukhov V.G., Kozlov V.I., Karnaukhova T.V. Influence of anisotropy and transverse-shear strains on the performance of piezoelectric sensors and actuators // Int. Appl. Mech. – 2018. – Vol. 54, Issue 3. – P. 331–338. https://doi.org/10.1007/s10778-018-0884-0 .
  • Karnaukhov V. G., Kirichok I. F., Kozlov V. I. Thermomechanics of inelastic thin-walled structural members with piezoelectric sensors and actuators under harmonic loading (Review) // Int. Appl. Mech. – 2017. – Vol. 53, Issue 1. – P. 6 – 58. – DOI: https://doi.org/10.1007/s10778-017-0789-3
  • Karnaukhov V.G., Коzlov V.I., Karnaukhova T.V. Influence of shear strain on efficiency of piezoelectric sensors and actuators under active damping of resonance vibrations of nonelastic plates and shells // Strength of Materials and Theory of Structures. – 2015. – Issue. 94. – P. 75–95.
  • Karnaukhov V.G., Kozlov, V.I., Zavgorodni A.V., Umrykhin I.N. Forced Resonant Vibrations and Self-Heating of Solids of Revolution Made of a Viscoelastic Piezoelectric Material // Int. Appl. Mech. – 2015. – Vol. 51, Issue 6. – P. 614–622. https://doi.org/10.1007/s10778-015-0718-2
  • Karnaukhov V.G. The Forced Harmonic Vibrations and Dissipative Heating of Nonelastic Bodies //Encyclopedia of Thermal Stresses /Ed: Richard B. Hetnarski. – New York, Dordrecht: Springer, 2014. – Vol. 4. – P. 1711-1722.
  • Karnaukhov V.G. Piezothermo-Inelastic Behaviour of Structural Elements: Vibrations and Dissipative Heating //Encyclopedia of Thermal Stresses /Ed: Richard B. Hetnarki. – New York, Dordrecht: Springer, 2014. – Vol. 7. – P. 3910-3919.
  • Karnaukhov V.H., Sichko V.M. and Karpenyuk A.S. Influence of physical nonlinear on resonance vibrations and dissipative heating of inelastic rectangular plates // Journal of Mathematical Sciences. – 2009. – Vol. 161, No. 1. – P. 54–61.
  • Karnaukhov V.G., Karnaukhova T.V., McGillicaddy O. Thermal failure of flexible rectangular viscoelastic plates with distributed sensors and actuators // Journal of Engineering Mathematics. –2013. – Vol. 78, No.1. – P. 199 – 212.
  • Karnaukhov V.G., Kozlov V.I., Karnaukhova T.V. Influence of dissipative heating on active damping of forced resonance vibrations of flexible viscoelastic cylindrical panel by piezoelectric actuators // Journal of Mathematical Sciences. – 2012. – Vol. 183, No. 2. – P. 205 – 221.
  • Karnaukhov V.G. Thermomechanics of coupled fields in passive and piezoactive inelastic bodies under harmonic deformations //Journal of Thermal stresses. – 2005. – Vol. 28, No.6 – 7. – P. 783– 815.
  • Karnaukhov V.G., Senchenkov I.K. Thermomechanical behavior of a viscoelastic finite circular cylinder under harmonic deformations //Journal of Engineering Mathematics. – 2003. – Vol. 46, No. 3–4. – P. 299–312. https://doi.org/10.1023/A:1025027807089

Department staff

Zhuk Yaroslav A., Doctor of Physical and Mathematical Sciences, Corresponding Member of the National Academy of Sciences of Ukraine (Mechanics), Professor

Higher education: Taras Shevchenko National University of Kyiv, Mechanics and Mathematics Faculty

Directions of scientific activity:

  • Mechanics of coupled fields in materials and structural elements
  • Coupled thermomechanical problems for inelastic materials under harmonic loading
  • Coupled problems of thermo-elctromechanics for inelastic materials
  • Mechanics of composites
  • Nano- and micromechanics

Links to information about the researcher on the Internet: http://www.zhuk.com.ua

Contact information: y.zhuk@i.ua, phone: +380444559140, +380445967763, office № 9Б (build IV)

Major publications:
  • Kirichok I. F., Zhuk Y.A., Kruts S. Yu. Chapter 4: “Accounting for Shear Deformation in the Problem of Vibrations and Dissipative Heating of Flexible Viscoelastic Structural Element with Piezoelectric Sensor and Actuator”, in book “Contemporary Approaches and Methods in Fundamental Mathematics and Mechanics” (Understanding Complex Systems book series (UCS)), Eds. Sadovnichiy V. A., Zgurovsky M. Z., Springer, 2021. – P. 51– 69. https://doi.org/10.1007/978-3-030-50302-4_4 (розділ в монографії)
  • Kyrychok І. F., Zhuk Ya. О., Chernyushok О. А., Tarasov А. P. Axisymmetric resonance vibration and vibration heating of a viscoelastic cylindrical shell compliant to shear with piezoelectric sensors // Journal of Mathematical Sciences. – 2022. – Vol. 261, No. 1. – P.59– 69. https://doi.org/10.1007/s10958-022-05737-8
  • Zhuk A.P., Zhuk Y.A. Effect of Radiation Force on a Flexible Spherical Particle at the Free Liquid Surface // Int. Appl. Mech. – 2020. – Vol. 56, No. 6. – P. 690 – 699. https://doi.org/10.1007/s10778-021-01045-x
  • Navadeh N., Goroshko I., ZhukY., Moghadam F. and Fallah A. S. Finite Element Analysis of Wind Turbine Blade Vibrations // MDPI Vibration. – 2021. – Vol. 4. – P. 310–322. https://doi.org/10.3390/vibration4020020
  • Mehreganian N., Toolabi M., Zhuk Y.A., Etminan Moghadam F., Louca L.A., Fallah A.S. Dynamics of pulse-loaded circular Föppl-von Kármán thin plates - Analytical and numerical studies // Journal of Sound and Vibration. – 2021. – Vol. 513, id. 116413 (26 pp.). https://doi.org/10.1016/j.jsv.2021.116413
  • Fan L., Zhang Y., Zhuk Y., Goroshko I., Sareh P. Nonlinear in-plane buckling of shallow parabolic arches with tension cables under step loads // Archive of Applied Mechanics. – 2022. – Vol. 92, No. 1. – P. 335–349. https://doi.org/10.1007/s00419-021-02060-7
  • Zhuk Y.A., Ostos A.K. Effect of Preloading on the Resonant Vibrations and Dissipative Heating of a Rectangular Thermoviscoelastic Plate // International Applied Mechanics. 2020. – Vol. 56, No. 4. – P. 432– 444. https://doi.org/10.1007/s10778-020-01027-5
  • Navadeh N., Goroshko I. O., Zhuk Y. A, Fallah A. S. Approximate Mode-based Simulation of Composite Wind Turbine Blade Vibrations using a Simplified Beam Model // European Journal of Computational Mecanics. – 2019. – Vol. 28, No. 4. – P. 307–324. https://doi.org/10.13052/ejcm1958-5829.2842
  • Hashemi M., Zhuk Y.A. Thermomechanical Stability and Thermal Fatigue Failure of Nanocomposite Structural Elements under Static and Cyclic Loading. – Lambert Academic Publishing, 2018. – 208 p. (ISBN-13: 978-613-8-38636-0; ISBN-10: 6138386361; EAN: 9786138386360)
  • Zhuk Y.A., Guz I.A. Dissipative Heating of Thin-Wall Structures Containing Piezoactive Layers // Encyclopedia of Thermal Stresses / Ed. R.B. Hetnarski. Vol. D. – Dordrecht: Springer. – 2014. – P. 971–985.
  • Zhuk Ya. A., Guz I. A. Influence of Prestress on the Velocities of Plane Waves Propagating Normally to the Layers of Nanocomposites// Int. Appl. Mech. – 2006. –Vol. 42, No. 7. – P.729–743. https://doi.org/10.1007/s10778-006-0141-9
  • Senchenkov I. K., Zhuk Ya. A., Karnaukhov V. G. Modeling the Thermomechanical Behavior of Physically Nonlinear Materials under Monoharmonic Loading // Int. Appl. Mech. – 2004. – Vol.40, No. 9. – P. 943–969. https://doi.org/10.1007/s10778-005-0001-z
  • Zhuk Y., Guz I., Soutis C. Compressive behaviour of thin-skin stiffened composite panels with a stress raiser // Composites. Part B: Engineering. – 2001. – Vol. 32, No. 8. – P. 697–709. https://doi.org/10.1016/S1359-8368(01)00043-9

Zinchuk Liubov P., Ph.D of Physical and Mathematical Sciences, Senior Research Fellow (mechanics of a deformable solid body)

Higher education: T.G. Shevchenko Kyiv State University, Faculty of Cybernetics, specialty – Applied Mathematics

Directions of scientific activity:
  • Coupled thermelctroomechanical problems for geometrically non-linear elements of structures under harmonic loading
  • Numerical and analytical methods for solving dynamic problems in the mechanics of inhomogeneous piezoelectric media
  • Investigation of thermoelectromechanical behavior of structural elements made of viscoelastic piezoelectric materials under forced oscillations
  • Investigation of wave propagation in layered-periodic piezoelectric media

Contact information: zinchuk_imech@ukr.net, phone: +380445967773, room №. 910Б (build 1)

Major publications:
  • Kozlov V.I., Zinchuk L.P., Karnaukhova T.V. Nonlinear Vibrations and Dissipative Heating of Laminated Shells of Piezoelectric Viscoelastic Materials with Shear Strains // Int. Appl. Mech. – 2021. – Vol. 57, Issue 6. – P. 669–686. https://doi.org/10.1007/s10778-022-01117-6
  • Kozlov V.I., Zinchuk L.P., Karnaukhova T.V., Sichko V.M. Forced Geometrically Nonlinear Vibrations of Thin Shells of Revolution with Piezoelectric Layers // Int. Appl. Mech. – 2021. – Vol. 57, Issue 2. – P. 200 – 216. https://doi.org/10.1007/s10778-021-01074-6
  • Kozlov V., Zinchuk L. Parametric vibrations of piezoelectric viscoelastic cylindrical panels taking into account transverse shear deformations // XXІI International Scientific and Technical Conference “Progressive Engineering, Technology and Engineering Education”, Kyiv, 7-10 september 2021. Conference Proceedings. – Kyiv, 2021. – P. 33 – 37. (in Ukranian)
  • Karnaukhov V.,Kozlov V., Zinchuk L. Forced vibrations of viscoelectroelastic layered cylindrical panel taking into account geometric nonlinearity and shear deformations // XXІ International Scientific and Technical Conference “Progressive Engineering, Technology and Engineering Education”, Kyiv, 6-9 october 2020. Conference Proceedings. – Kyiv, 2020. – P. 73 – 76. (in Ukranian)
  • Kozlov V.I., Zinchuk L.P., Shevchenko O.Yu. Numerical modeling of non-stationary vibrations of layered bodies of rotation from viscoelastic material // Visnyk of Zaporizhzhia National University. Physical and Mathematical Sciences . – 2019. – No. 1. – P. 58 –67. (in Ukranian)
  • Karlash V.L., Bezverkhyi O.I., Zinchuk L.P. Forced electro-elastic vibrations of the piezoceramic plates and rods with divided electrodes. Part I: Analytical relations for coupling coefficients and admittance’s components // Electron. Commun. – 2017. – Vol. 22, No. 2. – P. 43–55. https://doi.org/10.20535/2312-1807.2017.22.2.93918
  • Karlash V.L., Bezverkhyi O.I., Zinchuk L.P. Forced electro-elastic vibrations of the piezoceramic plates and rods with divided electrodes. Part II: analytical and experimental determination of the coupling coefficients and admittance’s components // Electron. Commun. – 2017. – Vol. 22, No 4. – P.59–68. http://doi.org/10.20535/2312-1807.2017.22.4.93922
  • Bezverkhyi O.I., Zinchuk L.P., Karlash V.L. Modeling and experimental verification of the thin multi-electrode piezoceramic bars' forced vibrations // Mathematical Modeling and Computing. – 2016. – Vol. 3, No. 1. – P. 1–11.
  • Bezverkhyi O.I., Zinchuk L.P., Karlash V.L. Modeling of the piezoceramic resonator electric loading conditions based on experimental data // Mathematical Modeling and Computing. –2015. – Vol. 2, No. 2. – P. 115–127.
  • Levchenko V.V., Zinchuk L.P. Magnetoelectroelastic shear body waves in periodically layered metalized ferrite–piezoelectric media // Int. Appl. Mech. – 2010. – Vol. 46, Issue 1. – P. 28–36. https://doi.org/10.1007/s10778-010-0278-4
  • Shul’ga N.A., Zinchuk L.P. Dispersion of Surface Waves in a Periodically Laminated Piezoelectric Half-Space with Liquid Upper Layer // Int. Appl. Mech. – 2005. – Vol. 41, Issue 3. – P. 272–276. https://doi.org/10.1007/s10778-005-0084-6
  • Shul’ga N.A., Zinchuk L.P. Surface Waves in a Stratified Periodic Medium with a Liquid Upper Layer // Int. Appl. Mech. – 2002. – Vol. 38, Issue 11. – P. 1366–1370. https://doi.org/10.1023/A:1022601403575
  • Podlipenets A.N., Zinchuk L.P. Ferroelectrics with periodically layered domain structure: computer simulation of acoustical properties // Piezoelectric Materials: Advances in Science,Technology and Applications / Eds. C.Galassi, M.Dinescu, K.Sayer. – Dordrecht etc: Kluwer Academic Publishers, 2000. – P.27 – 38.
  • Podlipenets A.N., Shulga N.A., Zinchuk L.P. Hamiltonian system formalism in the theory of acoustic wave propagation in multilayered piezoelectrics // ZAMM. – 1996. – Vol. 76. – Suppl. 5. – P.396 – 397.

Kyrychok Ivan F., Doctor of Physical and Mathematical Sciences, Senior Research Fellow (mechanics of a deformable solid body)

Higher education: T.G. Shevchenko Kyiv State University, Mechanics and Mathematics Faculty, specialty – Mechanics

Directions of scientific activity:
  • Mechanics of coupled fields in thin-walled structural elements
  • Coupled thermomechanical problems of thin-walled structural elements under monoharmonic loading
  • Coupled electrothermomechanical problems of thin-walled structural elements with piezoelectric sensors and actuators at resonant vibrations

Contact information: term@inmech.kiev.ua, phone: +380445967762, room № 14 (build IV)

Major publications:
  • Kirichok I.F., Zhuk Y.A., Kruts S.Y. Accounting for Shear Deformation in the Problem of Vibrations and Dissipative Heating of Flexible Viscoelastic Structural Element with Piezoelectric Sensor and Actuator // In: Sadovnichiy V.A., Zgurovsky M.Z. (eds) Contemporary Approaches and Methods in Fundamental Mathematics and Mechanics. Understanding Complex Systems (book series). – Springer, Cham, 2021.– P. 51 – 69. https://doi.org/10.1007/978-3-030-50302-4_4
  • Mechanics of composites: in 12 volumes (Ed by A.N.Guz). Vol. 9. Kubenko V.D., Babaev A.E., Bespalova E.I., Vasilenko A.T., Grigorenko A.Ya., Zarutsky V.A., Karnaukhov V.G., Kozlov V.I., Kirichok I.F. & others. Dynamics of Structural Elements / Ed by V.D.Kubenko. – K.: A.S.K., 1999. – 379p. (in Russian)
  • Karnaukhov V.G., Кyrychok I.F. Electrothermoviscoelasticity. – Kiev: Naukova dumka, 1988. – 320p. (in Russian)
  • Karnaukhov V.G., Кyrychok I.F. Coupled problems of theory of viscoelastic plates and shells. – Kiev: Naukova dumka, 1986. – 224 p. (in Russian)
  • Kyrychok, І.F., ZhukY.О., Chernyushok О.А., Tarasov А. P. Axisymmetric Resonance Vibration and Vibration Heating of a Viscoelastic Cylindrical Shell Compliant to Shear with Piezoelectric Sensors // J. Math. Sci.  2022.  Vol. 261, Issue 1. P. 59–69. https://doi.org/10.1007/s10958-022-05737-8
  • Kirichok I.F., Cherniushok O.A. The Effect of Boundary Conditions and Self-Heating on Forced Vibrations and Life of Shear-Compliant Inelastic Cylindrical Shells with Piezoactuators // Int. Appl. Mech. – 2021. – Vol. 57, Issue 4. – P. 424–431. https://doi.org/10.1007/s10778-021-01094-2
  • Kirichok I.F., Chernyushok O.A. Forced Vibration and Self-Heating of a Thermoviscoelastic Cylindrical Shear Compliant Shell with Piezoelectric Actuators and Sensors Account // Int. Appl. Mech. – 2020. – Vol. 56, Issue 6. – P. 723 – 731. https://doi.org/10.1007/s10778-021-01049-7
  • Kirichok I.F., Chernyushok O.A. Axisymmetrical Vibrations and Vibroheating of a Thermoviscoelastic Cylindrical Shell with Piezoactuators and Shear Deformation Taken Into Account // Int Appl Mech. – 2020. – Vol. 56 Issue 3.– P. 340–346. https://doi.org/10.1007/s10778-020-01016-8
  • Kyrychok I.F., Zhuk Y.O. & Karnaukhova T.V. Resonance vibration and dissipative heating of a flexible viscoelastic beam with piezoactuators in the presence of shear strains // Journal of Mathematical Sciences. – 2019. – Vol. 243, Issue 1. – P. 73-84.
  • Kyrychok I. F., Zhuk Yа.O., Chernyushok O.A., Tarasov A.P. Formulation of the problems on resonance vibra-tions and dispipative heating of the flexible cylin-drical sheets with piezoactive balls taking into consideration of shift deformation // Visnyk of Zaporizhzhia National University. Physical and Mathematical Sciences. – 2019, No.2. – P. 55-61. (in Ukranian)
  • Kirichok I. F., Chernyushok O. A. Forced vibration and self-heating of a flexible viscoelastic beam with piezoelectric sensor and actuator with account of shear strain //International Applied Mechanics. – 2018. – Vol.54, Issue 5. – P.568–576. – DOI: https://doi.org/10.1007/s10778-018-0910-2
  • Karnaukhov V. G., Kirichok I. F., Kozlov V. I. Thermomechanics of inelastic thin-walled structural members with piezoelectric sensors and actuators under harmonic loading (Review) // International Applied Mechanics. – 2017. – Vol. 53, Issue 1. – P. 6–58. – DOI: https://doi.org/10.1007/s10778-017-0789-3
  • Kirichok I. F. Resonant vibrations and vibrational heating of physically nonlinear viscoelastic shells and their damping using piezoelectric sensor and actuator // International Applied Mechanics. – 2017. – Vol. 53, Issue 5. – P. 556–561. – DOI: https://doi.org/10.1007/s10778-017-0836-0

Kozlov Volodymyr I., Doctor of Physical and Mathematical Sciences, Senior Research Fellow (mechanics of a deformable solid body).

Higher education: T.G. Shevchenko Kyiv State University, Mechanics and Mathematics Faculty, specialty – Mechanics

Contact information: term@inmech.kiev.ua, phone: +380445967762, room №.106А (build III)

Major publications:
  • Karnaukhov V.G., Kozlov V.I., Sichko V.M., Zavgorodniy A.V. Three-dimensional problems on vibrations and dissipative heating of rotating bodies from passive and piezoactive viscoelastic materials. – Mykolaiv: Ilion, 2017. – 138 p. (in Ukranian)
  • Budak V.D., Gryhorenko O.Ya., Kozlov В.І. Numerical methods: textbook. – Mykolaiv: Mykolaiv State University, 2007. – 102p. (in Ukranian)
  • Mechanics of composites: in 12 volumes (Ed by A.N.Guz). Vol. 9. Kubenko V.D., Babaev A.E., Bespalova E.I., Vasilenko A.T., Grigorenko A.Ya., Zarutsky V.A., Karnaukhov V.G., Kozlov V.I., Kirichok I.F. & others. Dynamics of Structural Elements / Ed by V.D.Kubenko. – Kiev: A.S.K., 1999. – 379p. (in Russian)
  • Poturaev V.N., Dyrda V.I., Karnaukhov V.G., Kozlov V.I., Senchenkov I.K., Maznetsova A.V. Thermomechanics of elastomer structural elements under cyclic loading. – Kyiv: Nauk. dumka, 1987. – 288p. (in Russian)
  • Mechanics of coupled fields in structural elements (edited by Guz A.N.): in 5 volumes. V.1. Motovilovets I.A., Kozlov V.I. Thermoelasticity. – Kiev: Nauk. dumka, 1987. – 264 p. (in Russian)
  • Kozlov V.I., Zinchuk L.P., Karnaukhova T.V. Nonlinear Vibrations and Dissipative Heating of Laminated Shells of Piezoelectric Viscoelastic Materials with Shear Strains // Int. Appl. Mech. – 2021. – Vol. 57, Issue 6. – P. 669–686. https://doi.org/10.1007/s10778-022-01117-6
  • Kozlov V.I., Zinchuk L.P., Karnaukhova T.V., Sichko V.M. Forced Geometrically Nonlinear Vibrations of Thin Shells of Revolution with Piezoelectric Layers // Int. Appl. Mech. – 2021. – Vol. 57, Issue 2. – P. 200 –216. https://doi.org/10.1007/s10778-021-01074-6
  • Kozlov V., Zinchuk L. Parametric vibrations of piezoelectric viscoelastic cylindrical panels taking into account transverse shear deformations // XXІI International Scientific and Technical Conference “Progressive Engineering, Technology and Engineering Education”, Kyiv, 7-10 september 2021. Conference Proceedings. – Kyiv, 2021. – P. 33 – 37. (in Ukranian)
  • Karnaukhov V.G., Kozlov V.I., Karnaukhova T.V. Parametric Vibrations of a Hinged Thermoviscoelastic Rectangular Piezoelectric Plate with Shear Strains and Dissipative Heating Taken Into Account // Int Appl Mech. – 2020. – Vol. 56, Issue 3. – P. 334–339. https://doi.org/10.1007/s10778-020-01015-9
  • Karnaukhov V.,Kozlov V., Zinchuk L. Forced vibrations of viscoelectroelastic layered cylindrical panel taking into account geometric nonlinearity and shear deformations // XXІ International Scientific and Technical Conference “Progressive Engineering, Technology and Engineering Education”, Kyiv, 6-9 october 2020. Conference Proceedings. – Kyiv, 2020. – P. 73-76. (in Ukranian)
  • Kozlov V.I., Zinchuk L.P., Shevchenko O.Yu. Numerical modeling of non-stationary vibrations of layered bodies of rotation from viscoelastic material // Visnyk of Zaporizhzhia National University. Physical and Mathematical Sciences . – 2019. – No. 1. – P. 58-67. (in Ukranian)
  • Karnaukhov V.G., Kozlov V.I., Karnaukhova T.V. Critical electric load on a hinget thermoelectroelastic rectangular plate with piezoelectric sensors and actuators // Int. Appl. Mech. – 2019. – Vol. 53, Issue 6. – P. 596–600.
  • Karnaukhov V., Коzlov V., Sіchко V., Nykyforchyn Yu. Forced vibrations and dissipative heating of threedimensional piezoelectric prism // Scientific Journal of the TNTU. – 2018. – No. 4 (92). – P. 104 – 111.
  • Karnaukhov V. G., Kirichok I. F., Kozlov V. I. Thermomechanics of inelastic thin-walled structural members with piezoelectric sensors and actuators under harmonic loading (Review) // International Applied Mechanics. – 2017. – Vol. 53, Issue 1. – P. 6–58. – DOI: https://doi.org/10.1007/s10778-017-0789-3
  • Karnaukhov V.G., Kozlov V.I., Zavgorodnii A.V., Umrykhin I.N. Forced Resonant Vibrations and Self-Heating of Solids of Revolution Made of a Viscoelastic Piezoelectric Material // Int. Appl. Mech. – 2015. – Vol. 51, Issue 6. – P. 614–622. https://doi.org/10.1007/s10778-015-0718-2
  • Karnaukhov V.G., Коzlov V.I., Karnaukhova T.V. Influence of shear strain on efficiency of piezoelectric sensors and actuators under active damping of resonance vibrations of nonelastic plates and shells // Strength of Materials and Theory of Structures. – 2015. – Issue. 94. – P. 75–95. (in Ukranian)
  • Karnaukhov V.G., Kozlov V.I., Mikhailenko V.V. Finite element method in problems of thermoelectroviscoelasticity // Soviet Applied Mechanics. – 1989. – Vol. 25, Issue 2. – P. 119–127. https://doi.org/10.1007/BF00888125

Lelyukh Yuriy I., PhD (Physical and Mathematical Sciences), Senior Research Fellow (technical thermodynamics).

Higher education: Taras Shevchenko National University of Kyiv, Mechanics and Mathematics Faculty, specialty – Mathematics

Directions of scientific activity:
  • Electrothermomechanics multiphysics problems of inhomogeneous bodies with piezomagnetic viscoelastic materials under harmonic loading
  • Three-dimensional problems of thermoplasticity inhomogeneous bodies
  • Numerical methods of mathematical physics
  • Numerical modeling for thermodynamic effects of low-temperature plasma

Contact information: yult84@ukr.net, phone: +380445967762, room №.106Б (build III)

Major publications:
  • Karnaukhov V., Lelyukh Y. Formulation of problems concerning resonant vibrations and dissipative heating of piezomagnetic ceramic bodies //International Applied Mechanics. –1998. – Vol.34, Issue 9. – P. 809-814.
  • Lelyukh Y., Shevchenko Yu.N. On finite-element solution of spatial thermoviscoelastoplastic problems //International Applied Mechanics. – 2006. – Vol. 42, Issue 5. – P. 507-515.
  • Lelyukh Y. Analyzing methods to allow for the damage of material in thermoviscoelastoplastic deformation //International Applied Mechanics. – 2007. – Vol. 43, Issue 12. – P. 1396-1405.
  • Zhovtyansky V, Lelyukh Y. Mathematical modeling of plasma in a glow discharge of spherical geometry //Ukrainian Journal of Physics. – 2008. – Vol. 53, Issue 5. – P. 497-503.
  • Zhovtyansky V, Lelyukh Y. Numerical simulation of stationary processes in glow discharge plasma //Technical Physics Letters. – 2009. – Vol. 35, Issue 8. – P. 725-729.
  • Lelyukh Yu. Numerical simulation of the Structure of a spherical glow discharge //Ukrainian Journal of Physics. – 2010. – Vol. 55, Issue 11. – P. 1165-1171.
  • Zhovtyansky V, Lelyukh Y, Tkachenko Y. Nonequilibrium of the dense electric ARC plasma caused by radiation transfer //Problems of Atomic Science and Technology – 2012.– Issue 6. – P. 164-168.
  • Zhovtyansky V, Lelyukh Y, Tkachenko Y. Effect of radiation transfer on a deviation of dense electric-arc plasma from the equilibrium state: Criterion approach//Ukrainian Journal of Physics. – 2012. – Vol. 57, Issue 3. – P. 311-321.
  • Zhovtyansky V.A., Petrov S.V., Lelyukh Y.I., Nevzglyad I.O., Goncharuk Y.A. Efficiency of renewable organic raw materials conversion using plasma technology //IEEE Transactions on Plasma Science . – 2013. – Vol. 41, Issue 12. – P. 3233 – 3239.
  • Zhovtyansky V, Kolesnikova E, Lelyukh Yu, Tkachenko Ya. Non-monotony of the volt-ampere characteristics of the arc discharge caused by effects of heat conductivity //Technical Electrodynamics. – 2019. – Issue 3. – P.12-22. DOI: https://doi.org/10.15407/techned2019.03.012

Senchenkov Ihor K., Doctor of Physical and Mathematical Sciences, Senior Research Fellow (mechanics of a deformable solid body).

Higher education: T.G. Shevchenko Kyiv State University, Mechanics and Mathematics Faculty, specialty – Mechanics

Directions of scientific activity:
  • Mechanics of coupled fields in materials and structural members
  • Coupled thermomechanical problems for inelastic materials under harmonic loading
  • Coupled problems of thermoviscoplasticity with accounting of microstructural transformations
  • Numerical simulation of the thermomechanical processes of multilayered surfacing and 3D-printing

Contact information: term@inmech.kiev.ua, phone: +380445967763, +380974889140, room № 9А (build IV)

Major publications:
  • Karnaukhov V.G., Senchenkov I.К., Gumeniuk B.P. Thermomechanical behavior of viscoelastic bodies under harmonic loading. – Kiev: Nauk. dumka, 1985. – 288 p. (in Russian)
  • Poturaev V.N., Dyrda V.I., Karnaukhov V.G., Kozlov V.I., Senchenkov I.K., Maznetsova A.V. Thermomechanics of elastomer structural elements under cyclic loading. – Kiev: Nauk. dumka, 1987. – 288p. (in Russian)
  • Khromov V.N., Senchenkov I.K. Hardening and rebuilding of machine parts by thermoelastic-plastic deformation. – Orel: OGSHA Publishing House, 1999. – 221 p. (in Russian)
  • Khromov V.N., Senchenkov I.K. Thermoelastoplastic deformation of metal: rebuilding of machine parts. – Orel: OrelGTU, 2002. – 219 p. (in Russian)
  • Patalakha E.I., Gonchar V.V., Senchenkov I.K., Chervinko O.P. Elements of geodynamics of the Carpathians. Prediction of hydrocarbons and seismic danger. – Kyiv: Publishing House of PP "EKMO", 2003. – 152 p. (in Russian)
  • Ryabtsev I.A., Senchenkov I.K: Theory and practice of surfacing. – Kyiv: Ecotechnology, 2013. – 400 p. (in Russian)
  • Ryabtsev I.A., Senchenkov I.K., Turyk E.V. Surfacing. Materials, technologies, mathematical modeling – Gliwice: Publishing House of the Silesian Institute of Technology, 2015. – 590p. (in Russian)
  • Senchenkov I.K., Tabieva G.A. Determination of the parameters of the Bodner-Partom model for thermoviscoplastic deformation of materials // Int. Appl. Mech. – 1996. –Vol. 32, Issue 2. – P. 132–139. https://doi.org/10.1007/BF02086653
  • Senchenkov I.K. Thermomechanical Model of Growing Cylindrical Bodies Made of Physically Nonlinear Materials // Int. Appl. Mech. – 2005 – Vol. 41, Issue 9. – P. 1059–1065. https://doi.org/10.1007/s10778-006-0013-3
  • Senchenkov I.K. Modal classification and design of waveguides and design for ultrasonic processing of materials // Acoustic Bulletin. – 1995. – Issue 4. – P.55–61.
  • Senchenkov I.K., Zhuk Ya.A., Karnaukhov V.G. Modeling the Thermomechanical Behavior of Physically Nonlinear Materials under Monoharmonic Loading // Int. Appl. Mech. – 2004. – Vol.40, Issue 9. – P. 943–969. https://doi.org/10.1007/s10778-005-0001-z
  • Senchenkov I.K., Oksenchuk N.D., Chervinko O.P. Influence of microstructural transformations on the stress-strain state of a steel cylinder irradiated by heat pulses // Journal of Mathematical Sciences. – 2014. – Vol.198, No. 2. – P. 147–157. https://link.springer.com/content/pdf/10.1007/s10958-014-1779-1.pdf
  • Senchenkov I.K., Chervinko O.P., Banyas M.V. Modelling of thermomechanical process in growing viscoplastic bodies with accounting of microstructural transformation // Encyclopedia of Thermal Stresses / Richard B. Hetnarski (ed.). – Dordrecht: Springer, 2014. – P. 3147–3157.
  • Senchenkov I.K., Chervinko O.P., Ryabtsev I.A. Calculation of fatigue life of cylindrical parts at multilayer surfacing and service cyclic thermomechanical loading // The Paton Welding Journal. – 2015, No. 5-6. – P. 134–139. https://doi.org/10.15407/tpwj2015.06.30
  • Kyrychok І.F., Senchenkov І.K., Chervinko O.P. Forced vibrations and vibration heating of viscoelastic beams with piezoelectric sensors and actuators // Journal of Mathematical Sciences. – 2016. – Vol. 215, No. 2. – P. 143–158. https://doi.org/10.1007/s10958-016-2828-8
  • Senchenkov I.K., Ryabtsev I.A., Turyk E., Chervinko O.P. Using the theory of growing bodies in calculation of stress-strain state of the parts manufactured applying additive cladding technologies. The Paton Welding Journal. – 2016 . – No. 5-6. – P. 124–129. https://doi.org/10.15407/tpwj2016.06.21
  • Senchenkov I.K., Ryabtsev I.A., Turyk E., Chervinko O.P., Ryabtsev I.I., Babynets A.A. Calculations of the Number of Allowed Surfacing-Based Repairs of Machinery Elements Exposed to Cyclic Thermal and Mechanical Loads // Bulletin of the Institute of Welding (Biuletyn Instytutu Spawalnictwa). – 2017. – No. 6. – P. 21–30. doi: 10.17729/ebis.2017.6/3
  • Senchenkov I.K., Chervinko O.P. Unsteady processes in stiffened by thin shell viscoelastic cylinder under pulse loading // Bulletin of Taras Shevchenko National University of Kyiv. Series Physics & Mathematics – 2019. – No. 1. – P. 202-205. http://nbuv.gov.ua/UJRN/VKNU_fiz_mat_2019_1_49
  • Senchenkov I.K., Ryabtsev I.O., Chervinko O.P., Babinets A.A. Calculation of residual stress-strain state of deposited steel sheet plates // The Paton Welding Journal. – 2021. – No. 5. – P. 46–50. https://doi.org/10.37434/tpwj2021.05.08
  • Senchenkov I.K., Iurzhenko M.V., Chervinko O.P., Masiuchok O.P., Korab M.G. Numerical modeling of stress-strain state of elements manufactured by 3D printing // The Paton Welding Journal. – 2021. – No. 8. – P. 21–26. https://doi.org/10.37434/tpwj2021.08.05
  • Senchenkov I.K., Jurzhenko М. V., Chervinko O.P., Dolia O.V. Numerical simulation of the thermo-stress- strain state of elements under 3D printing //Bulletin of Taras Shevchenko National University of Kyiv. Series Physics & Mathematics. – 2021. – No. 4. – P.70 – 75. https://doi.org/10.17721/1812-5409.2021/4.11

Chervinko Olha P., Ph.D of Physical and Mathematical Sciences, Senior Research Fellow (mechanics of a deformable solid body).

Higher education: T.G. Shevchenko Kyiv State University, Mechanics and Mathematics Faculty, specialty – Mechanics.

Directions of scientific activity:
  • Mechanics of coupled fields in materials and structural members
  • Coupled thermomechanical problems for inelastic materials under harmonic loading
  • Coupled problems of thermoviscoplasticity with taking into of account microstructural transformations
  • Numerical simulation of the thermomechanical processes of multilayered surfacing and 3D-printing

Contact information: chop497@gmail.com, phone: +380445967763, +380504413398, room № 9А (build IV)

Major publications:
  • Patalakha E.I., Gonchar V.V., Senchenkov I.K., Chervinko O.P. Elements of geodynamics of the Carpathians. Prediction of hydrocarbons and seismic danger. – Kyiv: PP "EKMO" Publishing House, 2003. – 152 p.
  • Senchenkov I.K., Oksenchuk N.D., Chervinko O.P. Influence of microstructural transformations on the stress-strain state of a steel cylinder irradiated by heat pulses // Journal of Mathematical Sciences. – 2014. – Vol.198, No. 2. – P. 147–157. https://link.springer.com/content/pdf/10.1007/s10958-014-1779-1.pdf
  • Senchenkov I.K., Chervinko O.P., Banyas M.V. Modelling of thermomechanical process in growing viscoplastic bodies with accounting of microstructural transformation // Encyclopedia of Thermal Stresses / Richard B. Hetnarski (ed.). – Dordrecht: Springer, 2014. – P. 3147–3157.
  • Senchenkov I.K., Chervinko O.P., Ryabtsev I.A. Calculation of fatigue life of cylindrical parts at multilayer surfacing and service cyclic thermomechanical loading // The Paton Welding Journal. – 2015, No. 5-6. – P. 134–139. https://doi.org/10.15407/tpwj2015.06.30
  • Kyrychok І.F., Senchenkov І.K., Chervinko O.P. Forced vibrations and vibration heating of viscoelastic beams with piezoelectric sensors and actuators // Journal of Mathematical Sciences. – 2016. – Vol. 215, No. 2. – P. 143–158. https://doi.org/10.1007/s10958-016-2828-8
  • Senchenkov I.K., Ryabtsev I.A., Turyk E., Chervinko O.P. Using the theory of growing bodies in calculation of stress-strain state of the parts manufactured applying additive cladding technologies. The Paton Welding Journal. – 2016. – No. 5-6. – P. 124–129. https://doi.org/10.15407/tpwj2016.06.21
  • Senchenkov I.K., Ryabtsev I.A., Turyk E., Chervinko O.P., Ryabtsev I.I., Babynets A.A. Calculations of the Number of Allowed Surfacing-Based Repairs of Machinery Elements Exposed to Cyclic Thermal and Mechanical Loads // Bulletin of the Institute of Welding (Biuletyn Instytutu Spawalnictwa). – 2017. – No. 6. – P. 21–30. doi: 10.17729/ebis.2017.6/3
  • Senchenkov I.K., Chervinko O.P. Unsteady processes in stiffened by thin shell viscoelastic cylinder under pulse loading // Bulletin of Taras Shevchenko National University of Kyiv. Series Physics & Mathematics – 2019. – No. 1. – P. 202-205. http://nbuv.gov.ua/UJRN/VKNU_fiz_mat_2019_1_49
  • Senchenkov I.K., Ryabtsev I.O., Chervinko O.P., Babinets A.A. Calculation of residual stress-strain state of deposited steel sheet plates // The Paton Welding Journal. – 2021. – No. 5. – P. 46–50. https://doi.org/10.37434/tpwj2021.05.08
  • Senchenkov I.K., Iurzhenko M.V., Chervinko O.P., Masiuchok O.P., Korab M.G. Numerical modeling of stress-strain state of elements manufactured by 3D printing // The Paton Welding Journal. – 2021. – No. 8. – P. 21–26. https://doi.org/10.37434/tpwj2021.08.05
  • Senchenkov I.K., Jurzhenko М. V., Chervinko O.P., Dolia O.V. Numerical simulation of the thermo-stress-strain state of elements under 3D printing // Bulletin of Taras Shevchenko National University of Kyiv. Series Physics & Mathematics. – 2021. – No. 4. – P.70 – 75. https://doi.org/10.17721/1812-5409.2021/4.11

Yakovenko Nina D., Ph.D of Physical and Mathematical Sciences, Senior Researcher

Higher education: Taras Shevchenko National University of Kyiv, Mechanics and Mathematics Faculty, specialty – Mechanics

Directions of scientific activity:
  • Mechanics of coupled fields in materials and structural elements
  • Coupled thermomechanical problems for inelastic materials under harmonic loading
  • Coupled problems of thermoviscoplasticity with taking into account microstructural transformations

Links to information about the researcher on the Internet: https://www.nas.gov.ua/UA/PersonalSite/Pages/default.aspx?PersonID=0000031678

Contact information: ndoksenchuk@gmail.com, phone: +380445967763, +380978309226, room № 9А (build IV)

Major publications:
  • Oksenchuk N.D. The influence of austenite-martensite transformation of the stress state of the steel disk under pulse heat irradiation // Bulletin of Taras Shevchenko National University of Kyiv. Series: Physics & Mathematics. –2012. – No. 2. – P. 59–64. https://bphm.knu.ua/index.php/bphm/issue/view/32/2012_2
  • Zhuk Y. A., Oksenchuk N. D., Dolja E. V. Hardening of the cylinder under a pulse heat irradiation with the influence of a martensite transformation // Theoretical and applied mechanics. – Donetsk, 2012. – No.5 (51). – P. 58–63. https://bit.ly/35KAHew
  • Senchenkov I.K., Oksenchuk N.D. An estimation of effects of thermostructural mechanical coupling under pulse loading of half-space // Bulletin of Taras Shevchenko National University of Kyiv. Series: Physics & Mathematics. –2013. –No.3 – P. 217–219. https://bphm.knu.ua/index.php/bphm/issue/view/37/2013_3
  • Senchenkov I. K., Oksenchuk N.D. Modeling of a nonisothermal flow with regard for the dependence of plastic properties on the microstructure of a material // Journal of Mathematical Sciences. – 2013. – Vol. 190, No.6. – P.796–803. https://doi.org/10.1007/s10958-013-1289-6
  • Senchenkov I.K., Oksenchuk N.D., Chervinko O.P. Influence of microstructural transformations on the stress-strain state of a steel cylinder irradiated by heat pulses // Journal of Mathematical Sciences. – 2014. – Vol. 198, No.2 – P.147–157. https://link.springer.com/content/pdf/10.1007/s10958-014-1779-1.pdf
  • Oksenchuk N.D., Senchenkov I.K., Yakimenko S.N. An influence of a thermal impulse duration on a depth of microstructural transformations // Bulletin of Taras Shevchenko National University of Kyiv. Series: Physics & Mathematics. –2015.–P.185–188. https://bphm.knu.ua/index.php/bphm/issue/view/48/2015_spec
  • Yakovenko N.D., Senchenkov I.K. Numerical simulation of the surface hardening of a half-space under thermal pulse loading with taking into account the dependencies of inelastic properties on the phase compositions of a material // Mathematical method and physicomechanical fields. – 2020. – No. 4(63). – P. 128 – 138. http://www.iapmm.lviv.ua/journal/Mm-2020-634-ind-abstr.htm
  • Yakovenko N.D., Bondarchuk A.P., Kovalchuk O.P. The investigation of dynamic effects under microscale pulse // Problems of control and informatics. – 2021. – No. 4. – P. 61 – 68. http://doi.org/10.34229/1028-0979-2021-4-6
  • Storchak K.P., Yakovenko N.D., Polonevych O.V., Sribna I.M., Mykolaichuk V.R. Numerical investigation of thermomechanical processes under short-pulsed laser irradiation of a half-space // Problems of control and informatics. – 2021. – No. 6. – P. 55 – 65. https://cutt.ly/YKc37By
  • Yakovenko N. D., Chervinko O.P., Yakymenko S.M. Comparative analysis of the linear and nonlinear rules of mixtures in modeling the stress state of a half-space // Bulletin of Taras Shevchenko National University of Kyiv. Series: Physics & Mathematics – 2021. – No. 4. – P.70–75. https://doi.org/10.17721/1812-5409.2021/4.15