I am trying to interpolate data from an unstructured mesh M1 to another unstructured mesh M2. For this, scipy.interpolate.griddata
seems good.
However, I will need to interpolate many times from M1 to M2, changing only the data not the meshes. I guess that, internally, the scipy.interpolate.griddata
defines some weight coefficients when interpolating from M1 to M2 and that this may be one of the expensive parts of the computation.
Therefore, I would like to avoid re-compute these weigths each time. Is there a way to do this? I.e., interpolating many times from one unstructured mesh to another unstructured mesh, both kept constant, avoiding to re-compute the internals of scipy.interpolate.griddata
(or equivalent)?
A solution is to use the LinearNDInterpolator
Scipy function with a pre-computed Delaunay triangulation:
from scipy.spatial import Delaunay
from scipy.interpolate import LinearNDInterpolator
tri = Delaunay(mesh1) # Compute the triangulation
# Perform the interpolation with the given values:
interpolator = LinearNDInterpolator(tri, values_mesh1)
values_mesh2 = interpolator(mesh2)
mesh1
is a (number of points * dim) array.
Note: CloughTocher2DInterpolator
could be used for non-linear interpolation. griddata
uses either LinearNDInterpolator
or CloughTocher2DInterpolator
.
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