. "CZ - \u010Cesk\u00E1 republika" . . "[BAE85B1459F1]" . "New theoretical approach to the modelling of dynamic behaviour of the rigid rotating shaft in real liquid is presented in this contribution. The approach is based on application of the Navier-Stokes eq. It is possible to separate the motion of rigid body and liquid from each other using suitable transformation relations and then it is possible to separate the stationary and nonstationary motions from each other. Method of control volumes is used for the analysis and solution is obtained in curvilinear cco-ordinate system. The B\u00E9zier body is used for description of the geometrical configuration and also for approximation of velocity and pressure functions. The combined ALE (Arbitrary Lagrange - Euler) method is used, because it is necessary to generate new net (perform new meshing) for change of the shaft position. Some results of numerical solution of the model task using both theories are presented."@en . . . "Malenovsk\u00FD, Eduard" . . . . . "52" . . "Some Results of Computational Modelling of Dynamic Behaviour of Journal Bearings Using the B\u00E9zier Body"@en . "Strojn\u00EDcky \u010Dasopis" . . . "0039-2472" . "0"^^ . "Some Results of Computational Modelling of Dynamic Behaviour of Journal Bearings Using the B\u00E9zier Body" . "0"^^ . "2"^^ . . . . "RIV/00216305:26210/01:PU20752" . "696415" . "2"^^ . "Some Results of Computational Modelling of Dynamic Behaviour of Journal Bearings Using the B\u00E9zier Body"@en . . "24"^^ . "Some Results of Computational Modelling of Dynamic Behaviour of Journal Bearings Using the B\u00E9zier Body" . "RIV/00216305:26210/01:PU20752!RIV/2002/GA0/262102/N" . . . "235-258" . "Pochyl\u00FD, Franti\u0161ek" . . "26210" . . "New theoretical approach to the modelling of dynamic behaviour of the rigid rotating shaft in real liquid is presented in this contribution. The approach is based on application of the Navier-Stokes eq. It is possible to separate the motion of rigid body and liquid from each other using suitable transformation relations and then it is possible to separate the stationary and nonstationary motions from each other. Method of control volumes is used for the analysis and solution is obtained in curvilinear cco-ordinate system. The B\u00E9zier body is used for description of the geometrical configuration and also for approximation of velocity and pressure functions. The combined ALE (Arbitrary Lagrange - Euler) method is used, because it is necessary to generate new net (perform new meshing) for change of the shaft position. Some results of numerical solution of the model task using both theories are presented." . "P(GA101/99/1327)" . "SQUEEZE film dampers, journal bearings, computational modelling, B\u00E9zier body, method of control volumes, additional effects"@en . "4" .