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The aim is to be able to test automatically derivatives/interpolations/filters regularly (especially after an update of the code)
-UT for each first derivative subroutine in x y and z directions
-UT for each second derivative subroutine in x y and z directions
-UT for each interpolation subroutine in x y and z directions
-UT for each filter subroutine in x y and z directions
-UT for the Poisson solver
Each UT will have to work for all possible sets of boundary conditions. The idea is to define a cos or a sin function to be derived/interpolated, and compare the results with the analytical solution. An error threshold would have to be defined for automatic testing.
See other issue raised by Thibault for more information.
The text was updated successfully, but these errors were encountered:
The aim is to be able to test automatically derivatives/interpolations/filters regularly (especially after an update of the code)
-UT for each first derivative subroutine in x y and z directions
-UT for each second derivative subroutine in x y and z directions
-UT for each interpolation subroutine in x y and z directions
-UT for each filter subroutine in x y and z directions
-UT for the Poisson solver
Each UT will have to work for all possible sets of boundary conditions. The idea is to define a cos or a sin function to be derived/interpolated, and compare the results with the analytical solution. An error threshold would have to be defined for automatic testing.
See other issue raised by Thibault for more information.
The text was updated successfully, but these errors were encountered: