Theory and Modern Applications
From: Stability and convergence of some novel decoupled schemes for the non-stationary Stokes-Darcy model
\(\boldsymbol {\frac{1}{h}}\) | \(\boldsymbol {\frac{\|{\mathbf{u}}_{f}-{\mathbf{u}}^{m,h}_{3.4}\|_{0}}{\|{\mathbf{u}}_{f}\|_{0}}}\) | \(\boldsymbol {\frac{\|{\mathbf{u}}_{f}-{\mathbf{u}}^{m,h}_{3.4}\|_{1}}{\|{\mathbf{u}}_{f}\|_{1}}}\) | \(\boldsymbol {\frac{\|p_{f}-p^{m,h}_{3.4}\|_{0}}{\|p_{f}\|_{0}}}\) | \(\boldsymbol {\frac{\|\phi-\phi^{m,h}_{3.4}\|_{0}}{\|\phi\|_{0}}}\) | \(\boldsymbol {\frac{\|\phi-\phi^{m,h}_{3.4}\|_{1}}{\|\phi\|_{1}}}\) | CPU(S) |
---|---|---|---|---|---|---|
2 | 0.256573 | 0.402367 | 3.29042 | 0.449315 | 0.534235 | 2.814 |
4 | 0.0723142 | 0.273084 | 2.38369 | 0.169569 | 0.337904 | 6.782 |
8 | 0.0176767 | 0.107497 | 0.580288 | 0.0310971 | 0.154481 | 13.987 |
16 | 0.00416661 | 0.0497265 | 0.208831 | 0.00812777 | 0.0772966 | 46.337 |
32 | 0.00100802 | 0.0254209 | 0.097102 | 0.00223235 | 0.039142 | 219.175 |