Abstract: A problem of two bonded, dissimilar half-planes containing an elliptical hole on the interface is solved. The external load is uniform tension parallel to the interface. A rational mapping ...

Abstract: A general solution of the mixed boundary value problem with displacements and external forces given on the boundary is obtained for an infinite plate with a hole subjected to uniform heat ...

Abstract: The second mixed boundary value problem is solved by the classical theory of thin plate bending. The mixed boundary consists of a boundary (M ) on which one respective component of external ...

Abstract: A solution is derived for the elastic problem of two bonded dissimilar planes. The bonded planes are symmetric with respect to the interface, which is straight. A rational mapping function and complex stress functions are ...

Abstract: A formula for the stress concentration of a rounded notch cut in a clamped edge is derived. In this investigation a notched semi‐infinite plate is subjected to two situations: Uniform tension and uniform shear. The notch ...

Abstract: In the thin plate bending problem a formula is derived for the stress concentration at the end of a rounded notch in a clamped edge. Two different stress states in the vicinity of the notch are considered, i.e., the stress ...

Abstract: A thermo‐elastic problem is analyzed for an infinite plate with a kinked crack, which occurs from an end of a linear initial crack. The plate is subjected to a uniform heat flow in an arbitrary direction. The rational ...

Abstract: A bimaterial problem is considered for shapes that are symmetrical with respect to an interface that is finite and straight. A rational mapping function and complex stress functions are used to obtain a general solution ...

Abstract: A propatgation direction of a kinked crack in an infinite plate is investigated for heat flux in an arbitrary direction. Criteria based on a stress state before the occurrence of a kinked crack, i.e., the maximum circumferential ...

Abstract: A problem is solved for a bimaterial plane that consists of partially bonded dissimilar half‐planes subject to uniform traction parallel to the interface at infinity. Fracture conditions at a debonded tip are investigated, ...