HEJ, HU ISSN 1418-7108
Manuscript no.: ANM-980724-A
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Model problem 2, criss-cross triangulation

The iteration numbers of the MG and FMG method are presented in Table 9. Again the same conclusions as for the corresponding model problem 1 can be drawn. Table 10 comprises the degrees of freedom and the computational time for $\omega = 1.0$.

The strong dependence of the iteration numbers on the triangulation and the smoothing parameter $\omega$ is even more obvious for this model problem 2.


 
Table: Model problem 2, criss-cross triangulation, # cg iterations
\begin{tabular}{c\vert\vert c\vert ccccccc}
& \multicolumn{8}{c}{ \rule[-2.0ex]...
...5 & 19 & 34 & --- \\
8 & 14 & 55 & 17 & 17 & 16 & 23 & 45 & ---
\end{tabular}



 
Table: Model problem 2, criss-cross triangulation, # cg iterations and time for $\omega=1.0$
\begin{tabular}{c\vert\vert r\vert cr\vert cr}
& & \multicolumn{2}{c\vert}{ $B_...
...77 & 16 & 7.5 & 15 & 8.6 \\
8 & 523 281 & 17 & 32.7 & 16 & 38.1
\end{tabular}


HEJ, HU ISSN 1418-7108
Manuscript no.: ANM-980724-A
Frontpage previous next