7.6. Frequently Asked Questions#

Where are my Flow360 credentials stored locally?#

Your Flow360 API key is stored locally in a configuration file at:

~/.flow360/config.toml

Does Flexcompute charge for data storage?#

For some data storage we do not charge, but for some data we do. See details:

resource

storage price

surface mesh

free

volume mesh

free

case

0.00166 FlexUnit/GB/day (or 0.05 FlexUnit/GB/month)

To reduce data storage costs we encourage users to:

  1. Delete case if results will no longer be needed

  2. Download results to local drive and delete case from Flow360

SolverError: Error when calculating patch interpolation coefficients. What does this mean?#

When running a case with a rotational volume zone, if you get a solver error that looks like this:

Error when calculating patch interpolation coefficients. Patch has a distance mismatch of 0.7883948e-01
with matching patch at location [1.7592032e-1, 1.0184957e-03, -4.7304816e-1].

This means that at a given time step, once the mesh has been rotated according to the prescribed motion, the maximum distance between the two interfaces is 0.7883948e-01. If this maximum distance between the two patches is greater than 20% of the maximum edge length contained in either patch, this error will be raised. It indicates that either the center of rotation/axis of rotation is likely incorrect or that the mesh is too coarse in this location.

What does the “VelocityRelative” mean in the volumeOutput of the case configuration?#

In a rotational domain, the absolute velocity, \(\overrightarrow{\boldsymbol{U}}_\text{absolute}\), of each fluid element could be treated as the summation of a relative velocity, \(\overrightarrow{\boldsymbol{U}}_\text{relative}\), and a velocity due to the rotating frame, \(\overrightarrow{\Omega}\times \overrightarrow{r}\). The “VelocityRelative” means the \(\overrightarrow{\boldsymbol{U}}_\text{relative}\):

(7.6.1)#\[\overrightarrow{\boldsymbol{U}}_\text{absolute} = \overrightarrow{\boldsymbol{U}}_\text{relative} + \overrightarrow{\Omega}\times \overrightarrow{r}\]

It should be noted that the above relative velocity is zero on any no-slip walls within rotational blocks.