Shopa Tetiana Vasylivna
(Øîïà Òåòÿíà Âàñèë³âíà)
Date of birth: April 13, 1983
Education: Ivan Franko National University of Lviv
(specialization – mechanics)
(BSc, Mechanics, 2004; MSc, Mechanics, 2005)
Academic degree: Ph.D. in
physico-mathematical sciences (01.02.04 – mechanics of deformable
solids), 2010
Position: Senior Scientist since
2014
Academic
title: Senior Scientist, 2015
Research interests: dynamics of
anisotropic thin-walled structural elements with cutouts and inclusions of
arbitrary configuration
e-mail: tetyana.sh@gmail.com
Articles:
1.
Sukhorolsky
M. A., Shopa T.V. Bending oscillations of a rectangular orthotropic plate with
massive inclusion // Materials Science. – 2008. – 44, No. 6. – P. 783-791. (in English)
2. Sukhorolsky M.,
Shopa T. Vibration of transversely-isotropic cylindrical
shell with massive circular inclusion // Mechanical Engineering. – 2008.
– No. 11(137). – P. 8-12. (in
Ukrainian)
3. Sukhorolsky M., Shopa T.
Flexure vibration of transversely-isotropic cylindrical shell with circular
hole // Physico-mathematical Modeling and Informational Technologies. – 2008. –
Issue 8. – P. 162-172. (in Ukrainian)
4. Sukhorolsky M. Shopa T. The vibration
of rectangular orthotropic plate with massive inclusions // Computer
Assisted Mechanics and Engineering Sciences. – 2008. – 15. – P. 369-376. (in English)
5. Shopa T. Transverse vibration of a
cylindrical orthotropic panel with circular massive inclusion //
Physico-mathematical modeling and informational technologies. – 2009. –
Issue 9. – P. 170-179. (in Ukrainian)
6. Shopa
T.V. Investigation of frequencies of natural vibrations of
transversally isotropic cylindrical panel with a circular hole // Journal of
Mathematical Sciences. – 2010. –170, No. 6. – P. 721-733. (in English)
7. Shopa T. To the construction of the solution of
the problem on the vibration of the orthotropic cylindrical non-shallow panel
with the inclusion of the arbitrary configuration // Mechanical Engineering. –
2010. – No. 7. – P. 38-42. (in Ukrainian)
8. Shopa T. To the construction of the solution of
the problem on the vibration of the orthotropic plate with the domain of the
cutouts of the arbitrary form
and location // Mechanical
Engineering. – 2010. – No. 8. – P. 21-25. (in Ukrainian)
9. Shopa
T. Vibration of the orthotropic cylindrical shell with the cutouts of the
arbitrary configuration. Part 1. Construction of the solution //
Physico-mathematical modeling and informational technologies. – 2011. –
Issue 14. – P. 167-177. (in Ukrainian)
10. Shopa T. To the construction of the solution of the problem on the vibration of
the orthotropic closed cylindrical shell with the inclusion of arbitrary
configuration // Mechanical Engineering.
− 2011. – ¹
9-10. − Ñ. 50-55. (in Ukrainian)
11. Shopa T. To the construction of the solution of the problem on the vibration of
the orthotropic cylindrical non-shallow panel with the set of the cutouts of
arbitrary form and location // Mechanical
Engineering. − 2011. – ¹ 11-12. − Ñ. 36-41. (in Ukrainian)
12. Shopa T. Vibration of orthotropic doubly curved panel with a set of
cutouts of arbitrary configuration // Scientific Journal of the
Ternopil National Technical University. − 2012. –¹ 3. − Ñ. 63-74. (in
Ukrainian)
13. Shopa T. Vibration of orthotropic cylindrical shell with a set of cutouts
of arbitrary configuration // Scientific Journal of the
Ternopil National Technical University. − 2012. –¹ 4. −
Ñ. 14-27. (in Ukrainian)
14. Shopa T. To the construction of the solution of the problem on the vibration of
the orthotropic plate with the inclusion of arbitrary configuration // Mechanical Engineering. − 2012. ¹1 – P. 19-22. (in Ukrainian)
15. Shopa T. Vibration of orthotropic cylindrical shell with a set of inclusions of arbitrary configuration with the
elastic layers // Scientific Journal of the Ternopil National Technical University. − 2013. ¹ 1.
− Ñ. 30-46. (in Ukrainian)
16. Shopa T. Vibration of orthotropic doubly curved panel with a set of
inclusions of arbitrary configuration with the elastic layers // Scientific Journal of the Ternopil National Technical University. − 2013. ¹ 1. −
Ñ. 71-84. (in Ukrainian)
17.
Shopa T. Vibration of orthotropic cylindrical shell with a set of inclusions of
arbitrary configuration rigidly clamped to the shell // Scientific Journal of the Ternopil National Technical University. − 2013. ¹ 2. −
Ñ. 41-55. (in Ukrainian)
18. Shopa T.V. Vibration of orthotropic cylindrical shell with a set of inclusions of arbitrary configuration on hinged connection with shell // Precarpathian Bulletin of the Shevchenko Scientific Society. Number. − 2016. − ¹ 1. − Ñ. 26-45. (in Ukrainian)
19. Shopa T.V. Vibration of
a doubly curved orthotropic panel with families of holes and inclusions of any
shape // Materials Science. − 2017. – 53(2). − P. 264-272.
20. Shopa T.V. Vibration of orthotropic cylindrical shell with a set of cutouts and inclusions of arbitrary configuration // Precarpathian
Bulletin of the Shevchenko Scientific Society. Number. − 2017. − ¹ 1. − P. 108-118. (in Ukrainian)
21.
Shopa T. Vibration of orthotropic cylindrical shell with a set of inclusions of arbitrary configuration // Physico-mathematical modelling and informational
technologies.. − 2017. − 26. − Ñ.
113-121.
(in Ukrainian)
22. Shopa T.V. Vibration of orthotropic doubly curved panel with a set of hinged inclusions of arbitrary configuration // Precarpathian Bulletin of the Shevchenko Scientific Society. Number. − 2017.
− ¹ 2. – Ñ. 114-122. (in Ukrainian)
23. Shopa
T.V. Transverse vibration of an
orthotropic plate with a collection of holes of arbitrary configuration and
mixed boundary conditions // Materials Science. − 2018. − 54(3). – P. 368-377.
24. Shopa T. Vibration of orthotropic cylindrical shell with a set of cutouts of arbitrary configuration and mixed boundary conditions // Physico-mathematical modelling and informational technologies. − 2018. − 27.
− Ñ. 130-135. (in Ukrainian)
25. Shopa T. Vibration of
orthotropic doubly curved panel with a set of inclusions of arbitrary
configuration with different types of connections with the panel //
Mathematical Modeling and Computing. − 2018. − Vol 5, Issue 2.
− P. 53-60.
26.
Shopa T.V. Vibration of orthotropic doubly
curved panel with a set of inclusions of arbitrary configuration rigidly clamped to the panel // Precarpathian Bulletin of the Shevchenko Scientific Society. Number. − 2018. − ¹ 1. − Ñ. 80-89. (in
Ukrainian)
27. Shopa T.V. Vibrations of an orthotropic doubly curved
panel with a set of cutouts of any configuration under mixed boundary
conditions // Journal of Mathematical Sciences. − 2019. − 249(3). – P. 521-538.
28. Shopa T.V. Transverse vibrations of an orthotropic plate with a collection
of inclusions of any configuration with different types of connections with the
matrix // Materials Science. – 2019. – 55 (1). – P. 94-104.
29. Shopa T.V. Transverse vibrations of
an orthotropic plate with cutouts and inclusions // Physico-Chemical Mechanics of
Materials. – 2020. – 1. – Ñ.1-9. (in Ukrainian)
Conference proceedings:
1. Opanasovych V. K., Shopa T. V. Bending of the
plate with the straight crack considering the contact of the edges //
Pidstryhach conference of the young scientists on the modern problems in
mechanics and mathematics: conference proceedings. – Lviv (Ukraine), 2004. – P.
119-120.
2.
Sukhorolsky M. A.,
Shopa T. V. Investigation of natural and forced
oscillations in anisotropic plate with holes and inclusions // Mathematical
problems of mechanics of non-homogeneous structures: conference proceedings. –
Lviv (Ukraine), 2006. – Vol. 2. – P. 153-156.
3. Shopa T. V. Vibration of
anisotropic plate with massive inclusion // The fifth open scientific
conference of the teaching stuff of the Institute of Applied mathematics and
fundamental sciences: conference proceedings. – Lviv (Ukraine): National University "Lviv
Polytechnics" Press. – 2006. – P. 59.
4.
Burak Ya. J.,
Sukhorolsky M. A., Shopa T. V. Steady-state vibration of
the transversely-isotropic cylindric shell with massive inclusion // Actual
problems of the continuum mechanics and the strength of the constructions /
International scientific and technical conference to memory of
academic of the National Academy of Science of Ukraine V. I. Mossakovsky:
conference proceedings. – Dnipropetrovsk (Ukraine), 2007. – P. 241-243.
5. Barvinsky A., Sukhorolsky M., Shopa T. The
vibration of orthotropic plate with massive inclusion // 8-th International
symposium of the Ukrainian mechanical engineers in Lviv: conference
proceedings. – Lviv (Ukraine), 2007. – P. 57.
6.
Shopa T. V.
Vibration of transversely-isotropic cylindrical panel with massive inclusion //
The seventh open scientific conference of the teaching stuff of the Institute
of applied mathematics and fundamental sciences conference proceedings. – Lviv
(Ukraine): National
University "Lviv Polytechnics" Press. – 2008. – P. 63.
7.
Sukhorolsky M. A., Hoshko L. V., Shopa
T. V. About the numerical solution
construction of the integral equations with the singular cores // Non-linear
problems in analysis: IV Ukrainian scientific conference: conference
proceedings. – Ivano-Frankivsk (Ukraine), 2008. – P. 91.
8.
Sukhorolsky M.
Shopa T. The vibration of rectangular orthotropic plate with massive
inclusions // LSAME.O8 Leuven Symposium on Applied Mechanics in Engineering:
proceedings of the conference. – Leuven (Belgium), 2008. – P. 377-384.
9.
Shopa T.
Vibration of transversely-isotropic cylindrical panel with stiffened
cutout // Modern problems of mechanics and mathematics: conference proceedings.
– Lviv (Ukraine), 2008. – Vol. 2. – Ñ. 174-177.
10.
Shopa T. V.
The vibration of the plate with the massive inclusion through the elastic layer
of the Winkler’s type // Pidstryhach conference of the young scientists on the
modern problems in mechanics and mathematics: conference proceedings. – Lviv
(Ukraine), 2009. – P. 102-103.
11.
Sukhorolsky M.,
Shopa T. Flexural vibration of the orthotropic thin walled cylindrical
shell with massive inclusions // The Sixteenth International Congress on Sound
and Vibration: proceedings of the conference. – Krakow (Poland),
2009.
12. Shopa T. Vibration of the orthotropic cylindrical
panel with the rectangular cutout // Mathematical problems of mechanics of
non-homogeneous structures: conference proceedings. – Lviv (Ukraine), 2010. –
P. 447-450.
13.
Sukhorolsky
M. Shopa T. Vibration of the orthotropic cylindrical shell with elliptic cutout
// Mathematical problems of mechanics of non-homogeneous structures: conference
proceedings. – Lviv (Ukraine), 2010. – P. 194-197.
14.
Shopa T.
Flexure vibrations of the orthotropic closed cylindrical simply supported shell
with the inclusion of the arbitrary configuration // Pidstryhach conference of
the young scientists on the modern problems in mechanics and mathematics:
conference proceedings. – Lviv (Ukraine), 2011. – P. 125-127.
15. Shopa T. Flexure vibrations of the orthotropic
cylindrical non-shallow simply supported panel with the inclusion of the
arbitrary configuration // Pidstryhach conference of the young scientists on
the modern problems in mechanics and mathematics: conference proceedings. –
Lviv (Ukraine), 2011. – P. 123-124.
16. Shopa T. V. Vibration of orthotropic cylindrical shell with a set of cutouts of arbitrary configuration // The conference of young scientists "Pidstryhach readings− 2012": conference proceedings . – Lviv
(Ukraine), 2012. −
Ñ. 5-8.
17.
Shopa T. Vibration of orthotropic double curvature panel with a set of cutouts of arbitrary configuration // The Nineteenth
International Congress on Sound and Vibration: conference proceedings. –
Vilnius (Lithuania), 2012.
18.
Shopa T. Vibration of orthotropic doubly
curved panel with set of cutouts of arbitrary configuration // International Conference on Modern Problems of Mechanics and Mathematics: conference proceedings. − Lviv
(Ukraine), 2013. – Vol.2. – P. 187-188.
19. Shopa T. Vibration of orthotropic cylindrical shell with set of cutouts of
arbitrary configuration // International Conference on Modern Problems of Mechanics and Mathematics: conference proceedings. − Lviv
(Ukraine), 2013. – Vol.2. – P. 189-190.
20. Shopa T. Vibration of orthotropic cylindrical shell with sets of cutouts and
inclusions of arbitrary configuration // The conference of young scientists "Pidstryhach readings − 2014": conference proceedings. – Lviv
(Ukraine), 2014.
21. Shopa T. Vibration of orthotropic doubly curved panel
with sets of cutouts and
inclusions of arbitrary configuration // Mathematical problems of mechanics of
non-homogeneous structures: conference proceedings. – Lviv
(Ukraine), 2014. – P. 398-399.
22.
Shopa T. Dynamic behavior of orthotropic doubly
curved panel with a set of cutouts and inclusions of arbitrary configuration // The 22-nd
International Congress on Sound and Vibration: proceedings of the conference. –
Florence (Italy), 2015.
23. Shopa T. Vibration of orthotropic plates with set of
cutouts of arbitrary configuration //
The conference of young scientists "Pidstryhach readings − 2016": conference proceedings. – Lviv
(Ukraine), 2016.
24.
Shopa T. Vibration of orthotropic plate with set of
inclusions of arbitrary configuration // The conference of young scientists "Pidstryhach readings − 2016": conference proceedings. – Lviv
(Ukraine), 2016.
25.
Shopa T. Vibration of orthotropic plate with set of
cutouts and inclusions of arbitrary configuration // International Conference on Modern Problems of Thermomechanics: conference proceedings. – Lviv
(Ukraine), 2016.
26. Shopa T. Investigation of dynamic behavior of orthotropic plates with cutouts and inclusions // International Conference on Modern Problems of Mechanics and Mathematics: conference proceedings. – Lviv (Ukraine), 2018. − Vol.2. − Ñ. 168-169.
27. Shopa T. Dynamic behavior of
orthotropic doubly curved panel with two inclusions interacting with the panel
via elastic interlayers of the Vinkler type // Mathematical Problems of Mechanics of Non-homogeneous Structures: conference proceedings. ‒ Lviv (Ukraine), 2019. ‒
Ñ. 238.
28. Shopa T., Tuzheliak O. Transverse vibration of orthotropic plate with set of cutouts of arbitrary configuration taking into account external load on the surface // Mathematical Problems of Mechanics of Nonhomogeneous Structures: conference proceedings. – Lviv (Ukraine), 2019. – P. 239-240.
29. Shopa T., Tuzheliak O. Transverse vibration of orthotropic plate with a set of supported cutouts taking into account distributed load on the surface // The conference of young scientists "Pidstryhach readings − 2020": conference proceedings. – Lviv (Ukraine), 2020.
Address:
Pidstryhach Institute for Applied Problems of Mechanics and Mathematics of the Ukrainian National Academy of Science, department of modeling damping systems,
3 Mykytynetska Str., 76002, Ivano-Frankivsk,
Ukraine