Continuous Genetic Algorithm as a Novel Solver for Stokes and Nonlinear Navier Stokes Problems

Table 11

Nodal values of 𝑢 using finite element method in COMSOL for the nonlinear case.

	𝑥0	𝑥1	𝑥2	𝑥3	𝑥4	𝑥5	𝑥6	𝑥7	𝑥8	𝑥9	𝑥10
𝑦0	0	0	0	0	0	0	0	0	0	0	0
𝑦1	0	0.00114	0.00238	0.00389	0.0059	0.00881	0.01335	0.0209	0.03432	0.06002	0.1
𝑦2	0	0.00214	0.00445	0.00723	0.01095	0.01641	0.02519	0.04074	0.07091	0.12767	0.2
𝑦3	0	0.003	0.00621	0.01008	0.01535	0.02337	0.03714	0.06365	0.11641	0.20307	0.3
𝑦4	0	0.00379	0.00781	0.01272	0.01956	0.03052	0.05059	0.09103	0.16659	0.27348	0.4
𝑦5	0	0.00461	0.00947	0.01544	0.02399	0.03828	0.06577	0.12076	0.21378	0.33949	0.5
𝑦6	0	0.00568	0.01155	0.01872	0.02913	0.04717	0.08281	0.15151	0.25716	0.40327	0.6
𝑦7	0	0.00757	0.01506	0.02385	0.03642	0.05846	0.10225	0.18249	0.29951	0.46673	0.7
𝑦8	0	0.01211	0.02323	0.03537	0.05133	0.07788	0.12894	0.21691	0.34411	0.53192	0.8
𝑦9	0	0.02659	0.04985	0.07414	0.10151	0.13769	0.19393	0.2804	0.41185	0.61123	0.9
𝑦10	0	0.1	0.2	0.3	0.4	0.5	0.6	0.7	0.8	0.9	1