Zobrazeno 1 - 10
of 14
pro vyhledávání: '"V. K. Opanasovich"'
Publikováno v:
Strength of Materials. 47:662-669
A procedure is proposed for assessing the residual life of bimetallic plates with internal and surface cracks under cyclic tension. The procedure is based on the energy approach previously developed by the authors and the basic statements of the mech
Autor:
V. K. Opanasovich, O. M. Stankevich, Valentyn Makeev, S. I. Vynnyts’ka, V. R. Skal’s’kii, O. S. Kyrmanov
Publikováno v:
Strength of Materials. 47:566-572
Fracture behavior of polymer materials employed in stomatologic practice for preparing provisional constructions is examined. Fracture patterns in polymers are shown to be alternating (ductile, ductile-brittle, brittle) under loading. Fracture patter
Publikováno v:
Strength of Materials. 38:548-553
The problem of bending of plates with nonsymmetric through-thickness arc crack with distributed moments at infinity with allowance for the contact of the crack edges has been examined on the basis of the classical theory of plate bending. The conditi
Publikováno v:
Soviet Materials Science. 27:179-183
Results of a solution of the elastic equilibrium problem for a plate with thin elastic inclusions influenced by a tensile load acting at infinity are compared for each of four alternative formulations of conditions at the butt-end of the inclusion to
Autor:
V. K. Opanasovich
Publikováno v:
Journal of Soviet Mathematics. 57:2881-2882
Using the function theory, the article examines antiplane strain of an isotropic body with a rectangular isotropic elastic inclusion. The solution of the problem is reduced to a system of linear algebraic equations. The article presents a numerical a
Publikováno v:
Journal of Applied Mathematics and Mechanics. 44:236-240
A plane problem of heat conductivity and thermoelasticity is considered for a plate containing a rectilinear, thin-walled elastic inclusion of finite length. The problem is reduced to a system of two singular, integrodifferential Prandtl-type equatio
Autor:
V. K. Opanasovich, N. M. Kundrat
Publikováno v:
Soviet Materials Science. 15:611-614
Publikováno v:
Soviet Applied Mechanics. 20:848-852
UDC 539.3 i. Formulation of the Problem. Assume that in an infinite elastic plate of thickness 2b, connected with a Cartesian system of coordinates OXYZ, one has N rectilinear thin elastic isotropic inclusions of thickness 2b, length 2Z k, and width
Publikováno v:
Soviet Applied Mechanics. 25:1244-1250
Publikováno v:
Soviet Applied Mechanics. 10:1067-1072