Reports of Enlarged Session of the Seminar of I. Vekua Institute of Applied Mathematics

Volume 2, # 2, 1986

Chairman of section

L. Magnaradze

Edited by

M. Basheleishvili

C O N T E N T S

**Antidze N.V.** The effect of tangential local load on the external surface of elastic spherical shall of constant thichness, containing in the viscous compection

**Bagaturia G.G.** The dynamical stress of band due topropagation of crack

**Basheeshvili M.O.** The boundary-contact problems for the piecewise homogeneous body

**Bitsadze LP.** The investigation of the statical basic boundary value problems of electroelasticity

**Burchuladze T.K.** About dynamic problems for the generalized theory of thermoelasticity

**Buchukuri T.V., Gegelia T.G.** The behavior of stress and displacement vectors of near the singular points

**Vashakmadze T.S.** For the theory of elastic plates of changeable ....... thickness.......

**Gelashvili D.M.** The uniqueness theorems for the nonstationary problems in the theory of generalized moment thermoelasticity

**Giorgashvili L.G.** The solution of basic statical boundary value problems for the hemitropic micropolar spherical ring

**Gogia A.A.** The program system ....... for the solution some two-dimensioal boundary valueproblem of the theory of elasticity and of the theory of shells

**Gudushauri I.I.** About the reduction method for the solution of three-dimensional mechanical problems of solid mechanics to the integration ordinary differential equations and on some results for numerical realization

**Giutner A.F.** About one variant input equations to constract the theory of envelope of I.Vekua

**Jagmaidze A.J.** An effective solution of the statical boundary value problems of the theory of elasticity for the mixture of two isotropic body

**Doborjginidze L.G.** The solution some planar elasticoplastic problems for the nonlinear theory of elasticity

**Zhgenti V.S.** Investigation nonhomogeneous transverssally isotropic plate with respect to thickness on the basis of the theory of I.Vekua

**Zazashvili Sh.P.** Thr solution of one bending mixed boundary value problem for anisotropic plate

**Kvinikadze M.G.** About some dinamical boundary-contact problem of the theory elasticity for the anisotropic nonhomogeneous elastic body

**Kezerashvili M.I.** The ...... problem tension of the homogeneous anisotropic rod with weakly bent axes

**Kukujanov S.N.** About on influence preliminary stress state on the eigenvalue oscillation of conica envelope

**Losaberidze A.A., Madzagua Z.K, Giorgadze P.P.** Dinamics of the continual discrete space system, applied in the hydrotecnical construction

**Meladze R.V.** The solution of the basic boundary value problems of the established oscillation of the momenttheory for the space with ball, with hole

**Meunargia T.V.** About one method of application complex analyses in the theoru of shel

**Natroshvili D.G.** About one boundary value problem of the theory elasticity for the mixture of two isotropic body

**Rokva J.P.** The solution of basic mixed boundary value problem of the two dimensional theory of elasticity for the domain with the corner points

**Svanadze M.J.** The dinamical problems of the theory elasticity for the mixture of two isotropic body

**Siradze Z.Sh.** The effective solution of one boundary value problem of the theory of elasticity for the special nonhomogeneous two-dimensional body

**Skhirtladze N.S.** The boundary value problems of two-dimensional theory of elasticity for the body with curvelinear cups

**Ungiadze A.V.** One boundary value problem, meeting in the theory of elasticity

**Khatiashvili G.M.** The solution of the bending problem of composible body with cross forse and with the general anisotropic

**Tsagareli I.I.** The solution of third and fourth dynamic boundary value problems for the isotropic circle

**Tsitskishvili A.P.** The solution of some planeproblems of the theory filtration with the help of the solution of Fuck’s class differential equation

**Shavlakadze M.N.** The contact problem of Strenger variable section interaction with halfplane

**Sharikadze M.V.** On the solution of automodeling problems of boundary layer with contaction fluid