Infinitely Long Bearing  Linear Wedge
Dear all,
I try to simulate some principal Bearing Problems and am quite new to CFX. As a test case I chose the Infinitely Linear Wedge, i.e. a moving plate at the bottom and an inclined upper plate with an inlet 2 microns high and an outlet 1 micron high. For this case an analytical solution to the reynolds equation exisits, resulting in a maximum pressure of 50 MPa. I modeled a thin 3D structure 0.1 micron thick and meshed it with hex elements. My problem is that the solution does not fit to the analytical one. I started a parameter study. The only influence I recognized is the fluid timescale control. Choosing an automatic timescale with a specified lenght scale of 1 micron and a timescale factor of 0.2 produced the best results (37 MPa, velocity profile qualitatively correct) . Further reducing the length scale or timescale factor results in an error. I tried to define a physical timescale but also with very small values the results were insufficient. I recognized that it is important to have a slow convergence rate as then the results get closer to the analytical solution. But the convergence is still decreasing significantly when reaching the RMS residual target of 1e6. Has anyone some hints for me in solving such a thin film flow problem? Thanks in Advance. 

Thanks for the link. But I already tried the points mentioned there.
I now additionally raised the mesh density in flow direction much more and then the solution gets a bit better. Is it possible that CFX can only cope with cube like elements? The other meshes have long element sides in flow direction. Is Fluent the better choice for such elements? 
It is likely your domain has very high aspect ratio elements as the wedge is so thin. In this case, yes, hexahedral elements will be significantly better than tets. Also double precision might help.
I know of no difference between CFX and Fluent in being able to handle high aspect ratio elements. 
The mesh contains only hexElements (20 over the gap, 200 or more in flow direction and 1 element in symmetry direction). I tried double precission showing nearly no effect.
Thanks for your help. 
All times are GMT 4. The time now is 13:42. 