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The most computationally intensive part in solving the TTI pure P-wave equation
is the FFT calculation, therefore we need to count and compare the total number of
FFTs in each scheme.
Table 4.2 displays the number of FFTs
in modeling one time step using the TTI pure P-wave equation
by a standard pseudospectral scheme and the new hybrid scheme.
Obviously, the number of FFTs in the hybrid method is reduced by more than half
in comparison with that of the pseudospectral method,
which indicates that the new hybrid algorithm is computationally efficient compared
to the standard pseudospectral scheme.
Nevertheless, the disadvantage of the hybrid scheme is that
it is not as accurate as the standard pseudospectral scheme.
Table 4.2:
Number of FFTs per time step: pseudospectral scheme versus hybrid scheme.
methoddimension |
2D
|
3D
|
PS |
8
|
14
|
Hybrid |
3
|
4
|
Next: Accuracy comparison
Up: Numerical Implementations
Previous: Hybrid pseudospectral/finite-difference scheme
Contents
Ge Zhan
2013-07-09