"Problem of general stress concentrators on the interface of two anisotropic materials"@en . . "The contribution deals with a caculation of the fracture-mechanics parameters which characterizes the stress field in the vicinicity of the crack tip terminating at the interface of two different anisotropic materials. The two main parameters - Generalized Stress Intensity Factor and T-stress in the Williams asymptotic expansion are discussed For their computation, the two state %22psi%22-integral method and Continuously Distributed Dislocations technique are used. There will be also discussed possible approach how to formulate the fracture criterion for the cracks positioned very close to a bi-material interface or laying on it. Possibility of crack deflection along the interface and the propagation from the surface layer into the basic material will be taken into consideration."@cs . "494951" . . "Problematika obecn\u00FDch koncentr\u00E1tor\u016F na rozhran\u00ED dvou anisotropn\u00EDch materi\u00E1l\u016F" . "V\u00EDce\u00FArov\u0148ov\u00FD design pokrokov\u00FDch materi\u00E1l\u016F 2005" . . . . . "80-239-8271-0" . "Profant, Tom\u00E1\u0161" . . . . "\u0160eve\u010Dek, Old\u0159ich" . "RIV/00216305:26210/06:PU63859" . "Brno" . . "2"^^ . "[99BA4C5C7D35]" . "Problematika obecn\u00FDch koncentr\u00E1tor\u016F na rozhran\u00ED dvou anisotropn\u00EDch materi\u00E1l\u016F"@cs . "2"^^ . "The contribution deals with a caculation of the fracture-mechanics parameters which characterizes the stress field in the vicinicity of the crack tip terminating at the interface of two different anisotropic materials. The two main parameters - Generalized Stress Intensity Factor and T-stress in the Williams asymptotic expansion are discussed For their computation, the two state %22psi%22-integral method and Continuously Distributed Dislocations technique are used. There will be also discussed possible approach how to formulate the fracture criterion for the cracks positioned very close to a bi-material interface or laying on it. Possibility of crack deflection along the interface and the propagation from the surface layer into the basic material will be taken into consideration." . "8"^^ . "generalized stress intensity factor, continuously distributed dislocations, orthotropic material"@en . "Problematika obecn\u00FDch koncentr\u00E1tor\u016F na rozhran\u00ED dvou anisotropn\u00EDch materi\u00E1l\u016F"@cs . "RIV/00216305:26210/06:PU63859!RIV07-GA0-26210___" . "\u00DAstav fyziky materi\u00E1l\u016F AV\u010CR, \u017Di\u017Ekova 22, B" . "2006-11-30+01:00"^^ . "155-162" . "The contribution deals with a caculation of the fracture-mechanics parameters which characterizes the stress field in the vicinicity of the crack tip terminating at the interface of two different anisotropic materials. The two main parameters - Generalized Stress Intensity Factor and T-stress in the Williams asymptotic expansion are discussed For their computation, the two state %22psi%22-integral method and Continuously Distributed Dislocations technique are used. There will be also discussed possible approach how to formulate the fracture criterion for the cracks positioned very close to a bi-material interface or laying on it. Possibility of crack deflection along the interface and the propagation from the surface layer into the basic material will be taken into consideration."@en . . . . "\u00DAstav fyziky materi\u00E1l\u016F AV \u010CR" . "P(GA101/05/0320), P(GD106/05/H008)" . "26210" . . . . . "Problem of general stress concentrators on the interface of two anisotropic materials"@en . . "Problematika obecn\u00FDch koncentr\u00E1tor\u016F na rozhran\u00ED dvou anisotropn\u00EDch materi\u00E1l\u016F" .