wave propagation,
Bleustein-Gulyaev wave,
prestressing,
functionally graded material,
heterogeneity,
contact stress,
the piezoelectric effect,
the integral equations.
UDC:
539.3
Subject:
Dynamic contact problems for semi-infinite non-uniformmedia with complex physical and mechanical properties.
Main publications:
Kalinchuk V. V., Belyankova T. I., Dynamic contact problems for prestressed bodies., FIZMATLIT, Moscow, 2002
Kalinchuk V. V., Belyankova T. I., Dynamic contact problems for prestressed electro-elastic media., FIZMATLIT, Moscow, 2006
Kalinchuk V. V., Belyankova T. I., Dynamic of inhomogeneous media surface, FIZMATLIT, Moscow, 2009
Evdokimova O. V., Belyankova T. I., Kalinchuk V. V., “Dynamics equations of prestressed piezo-active medium under action of external electrostatic field”, Bulletin of South scientific center of RAS, 3:4 (2007), 3–11
Kalinchuk V. V., Belyankova T. I., Bogomolov A. S., “On modeling problem of inhomogeneous materials with defined properties”, Ecological bulletin of scientific centers of Black-Sea economic cooperation, 2006, no. 2, 26–32
T. I. Belyankova, V. V. Kalinchuk, “Rayleigh waves in an electroelastic medium with prestressed inhomogeneous coating”, Vestnik of Saint Petersburg University. Mathematics. Mechanics. Astronomy, 10:4 (2023), 600–615
2016
2.
T. I. Belyankova, V. V. Kalinchuk, “Green's function for a prestressed thermoelasticity half-space with an inhomogeneous coating”, Prikl. Mekh. Tekh. Fiz., 57:5 (2016), 76–89; J. Appl. Mech. Tech. Phys., 57:5 (2016), 828–840
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