There are a number of superseded pull requests and issues that describe this problem, but since a part of it is addressed I closed the other issues and opened a new clean discussion about the remaining problem.
To summarize the problem and our findings:
Tangential velocity boundaries of the Chunk geometry model show residual velocities even without driving forces that are higher than what we expect (~1cm/year for 8 cell resolution in depth). This only occurs on curved boundaries (i.e. not the longitude boundaries), and converges to 0 with increased resolution. They also:
scale with radius (for a nondimensional radius of 1 they are 1e-16)
rapidly decay with increased finite element degree
do not vanish if we internally scale the radius of the chart coordinate system of the manifold (i.e. they are created by something in the real space, not by the manifold)
scale with gravity, therefore they are likely related to the absolute pressure in the model
There are a number of superseded pull requests and issues that describe this problem, but since a part of it is addressed I closed the other issues and opened a new clean discussion about the remaining problem.
To summarize the problem and our findings: Tangential velocity boundaries of the Chunk geometry model show residual velocities even without driving forces that are higher than what we expect (~1cm/year for 8 cell resolution in depth). This only occurs on curved boundaries (i.e. not the longitude boundaries), and converges to 0 with increased resolution. They also:
Related to:
822
1016
1018
1361
1533
File to reproduce result: chunk_3d.prm.txt