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Temp model in neg top truncation area using spherical coordinates #364
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Thanks for reporting and narrowing down the issue! I am going to take a look at it. |
It took me a bit to find out what the issue here is, and it was not what I expected it to be. The issue comes from the usage of the Since it does exactly what is is supposed to do, it is not a bug as I though before. That doesn't mean that I think that there is not a better solution though. Instead of adding the angle correction computed at the beginning of the segment directly at the beginning of the segment, we could also opt to only add it add this the end of the segment. This way the starting angle matches with the previous angle, and the extra added angle can be interpolated over over the course of the segment. The downside is that it doesn't add the angle the angle correction for the end of the segment to the end of the segment. The issue is that we don't know the location of the end of the segment until we have the angle. This means this method is a little less accurate bit should still converge to the correct So I think what is needed is a new depth method. I think the name Below are images for what the three methods look like on this setup: |
@MFraters I just updated and was able to successfully switch to the |
Issue implementing the temperature model in a 2D subducting slab using spherical coordinates and negative top truncation. There are discontinuities between adjacent segments, but only in the negatively top truncated part of the segment above the slab surface, not in the portion of the segment below the slab surface. This is pronounced when segments are changing their dip:
Input file:
with this grid file:
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