"Svratka" . . . "\u00DAstav termomechaniky AV \u010CR" . "The paper deals with the problems of the failure probability of the ceramic part (ceramic ball with the cone hole). There are considered the macro and micro shape deflections of the contacted cone areas, the values are given from the 3D measured device IMS UMPIRE. The macro shape deflection is different conicity of the contacted parts, micro shape deflections are the local shape deflection which are added with the macro shape deflections. The problems of the stress and probability of failure are solved using computational modelling \u2013 stress states are calculated by FEM, failure probability is based on the Weibull weakest link theory. The failure probability of the ceramic part for the random position against the counterpart will be shown in the paper."@en . . "2"^^ . "Fuis, Vladim\u00EDr" . . . . . "26210" . "The paper deals with the problems of the failure probability of the ceramic part (ceramic ball with the cone hole). There are considered the macro and micro shape deflections of the contacted cone areas, the values are given from the 3D measured device IMS UMPIRE. The macro shape deflection is different conicity of the contacted parts, micro shape deflections are the local shape deflection which are added with the macro shape deflections. The problems of the stress and probability of failure are solved using computational modelling \u2013 stress states are calculated by FEM, failure probability is based on the Weibull weakest link theory. The failure probability of the ceramic part for the random position against the counterpart will be shown in the paper."@cs . . "Failure probability of the ceramic component with measured shape deflection of the contact cones for the random position against the counterpart"@en . . . "RIV/00216305:26210/04:PU44519!RIV11-MSM-26210___" . "Failure probability of the ceramic component with measured shape deflection of the contact cones for the random position against the counterpart" . . "1"^^ . . "564073" . "The paper deals with the problems of the failure probability of the ceramic part (ceramic ball with the cone hole). There are considered the macro and micro shape deflections of the contacted cone areas, the values are given from the 3D measured device IMS UMPIRE. The macro shape deflection is different conicity of the contacted parts, micro shape deflections are the local shape deflection which are added with the macro shape deflections. The problems of the stress and probability of failure are solved using computational modelling \u2013 stress states are calculated by FEM, failure probability is based on the Weibull weakest link theory. The failure probability of the ceramic part for the random position against the counterpart will be shown in the paper." . "1"^^ . . "Computational modelling, shape deflection, contact problem"@en . . "Failure probability of the ceramic component with measured shape deflection of the contact cones for the random position against the counterpart"@cs . "Failure probability of the ceramic component with measured shape deflection of the contact cones for the random position against the counterpart"@en . . . . "2004-05-10+02:00"^^ . "RIV/00216305:26210/04:PU44519" . . "Failure probability of the ceramic component with measured shape deflection of the contact cones for the random position against the counterpart"@cs . . . "Engineering Mechanics 2004" . "N, P(GP101/01/P039), V, Z(AV0Z2076919), Z(MSM 262100001), Z(MSM 262100024)" . . . "80-85918-88-9" . "Failure probability of the ceramic component with measured shape deflection of the contact cones for the random position against the counterpart" . "Svratka" . "[1DCB9F2E815B]" .