Table 4
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Algorithm 2: spatial discretization errors for the velocity approximation |$\{ \textbf {u}^n_h\}_n$|

|$h$||${\pmb {\mathcal {E}}}_{\mathbf {u},0}^n$|Order|${\pmb {\mathcal {E}}}_{\mathbf {u},1}^n$|Order
|$1/5$|0.079810.50832
|$1/10$|0.040340.98440.253151.0057
|$1/20$|0.020161.00070.126620.9995
|$1/40$|0.010071.00140.063221.0021
|$h$||${\pmb {\mathcal {E}}}_{\mathbf {u},0}^n$|Order|${\pmb {\mathcal {E}}}_{\mathbf {u},1}^n$|Order
|$1/5$|0.079810.50832
|$1/10$|0.040340.98440.253151.0057
|$1/20$|0.020161.00070.126620.9995
|$1/40$|0.010071.00140.063221.0021
Table 4
Open in new tab

Algorithm 2: spatial discretization errors for the velocity approximation |$\{ \textbf {u}^n_h\}_n$|

|$h$||${\pmb {\mathcal {E}}}_{\mathbf {u},0}^n$|Order|${\pmb {\mathcal {E}}}_{\mathbf {u},1}^n$|Order
|$1/5$|0.079810.50832
|$1/10$|0.040340.98440.253151.0057
|$1/20$|0.020161.00070.126620.9995
|$1/40$|0.010071.00140.063221.0021
|$h$||${\pmb {\mathcal {E}}}_{\mathbf {u},0}^n$|Order|${\pmb {\mathcal {E}}}_{\mathbf {u},1}^n$|Order
|$1/5$|0.079810.50832
|$1/10$|0.040340.98440.253151.0057
|$1/20$|0.020161.00070.126620.9995
|$1/40$|0.010071.00140.063221.0021
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