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# Answer to Optional FE Volume Mesh Test Problem

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<Accordion title="Transcript">
  In this lesson, we will walk through the answer to the optional volume mesh test problem, which uses the starting—which uses the final answer from the previous meshing optional test problem—on exporting, or you could use your end file as well. This optional test problem was to create an Fe volume mesh and then export that, and select portions of the mesh.

  So now that we have this remeshed surface, I can put that into a volume mesh. So it looks pretty much the same, but if I type X, I have that volume mesh. You can see, as opposed to just the remesh, which is those triangles on the surface, and then I have a growth rate of two. I could have done 1.2, like I had done for the remesh as well.

  And then I have my **FE Volume Mesh**. So depending on what you're using this for, you can do geometric order of linear quadratic. I used quadratic for this. And then we could export this if we wanted to export this out, or if we wanted to run a simulation, we have that as well.
</Accordion>

This video reviews the answer to the FE Volume Meshing Test Problem to create an FE Volume Mesh using the mesh from the previous test problem.

**Example File:**

[102\_23\_Complete — Volume Mesh Test Problem.ntop](https://files.learn.ntop.com/Courses/102%20Guide%20to%20Meshing/nTop%20Files/102_23_Complete%20--%20Volume%20Mesh%20Test%20Problem.ntop)

*This file was last updated in nTop 5.20.2*