Algorithm 2: spatial discretization errors for the pressure approximation |$\{r^n_h\}_n$|
|$h$| . | |${\mathcal {E}}_{p,\textrm{av}}^N$| . | Order . | |${\mathcal {E}}_{p,0}^N $| . | Order . |
---|---|---|---|---|
|$1/5$| | 0.04289 | 0.30972 | ||
|$1/10$| | 0.02145 | 0.9997 | 0.23572 | 0.3939 |
|$1/20$| | 0.01071 | 1.0022 | 0.17977 | 0.3901 |
|$1/40$| | 0.00534 | 1.0038 | 0.13620 | 0.3972 |
|$h$| . | |${\mathcal {E}}_{p,\textrm{av}}^N$| . | Order . | |${\mathcal {E}}_{p,0}^N $| . | Order . |
---|---|---|---|---|
|$1/5$| | 0.04289 | 0.30972 | ||
|$1/10$| | 0.02145 | 0.9997 | 0.23572 | 0.3939 |
|$1/20$| | 0.01071 | 1.0022 | 0.17977 | 0.3901 |
|$1/40$| | 0.00534 | 1.0038 | 0.13620 | 0.3972 |
Algorithm 2: spatial discretization errors for the pressure approximation |$\{r^n_h\}_n$|
|$h$| . | |${\mathcal {E}}_{p,\textrm{av}}^N$| . | Order . | |${\mathcal {E}}_{p,0}^N $| . | Order . |
---|---|---|---|---|
|$1/5$| | 0.04289 | 0.30972 | ||
|$1/10$| | 0.02145 | 0.9997 | 0.23572 | 0.3939 |
|$1/20$| | 0.01071 | 1.0022 | 0.17977 | 0.3901 |
|$1/40$| | 0.00534 | 1.0038 | 0.13620 | 0.3972 |
|$h$| . | |${\mathcal {E}}_{p,\textrm{av}}^N$| . | Order . | |${\mathcal {E}}_{p,0}^N $| . | Order . |
---|---|---|---|---|
|$1/5$| | 0.04289 | 0.30972 | ||
|$1/10$| | 0.02145 | 0.9997 | 0.23572 | 0.3939 |
|$1/20$| | 0.01071 | 1.0022 | 0.17977 | 0.3901 |
|$1/40$| | 0.00534 | 1.0038 | 0.13620 | 0.3972 |
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