System computational models of assembled cylindrical plain bearings, working in sustainable transient regime of friction at two variants lubrication
In the model of short bearing on the basis of the modified Reynolds equation and the Darcy equation, the estimated model composite cylindrical bearing of finite length, operating in non-stationary mode when the axial and perpendicular to the axis of the bearing feed lubrication. An analytical expression for the component of the supporting force and subsequently the equations of motion of the spine. Based on the numerical solution of the resulting system is installed, the boundary of stability of motion of a thorn depending on the length of the porous component of the composite bearing. Assess the impact of the length of the porous component on the bearing capacity and stability of the bearing.