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

Table 12

Nodal values of 𝑣 using finite element method in COMSOL for 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	0.00117	0.00205	0.00265	0.0031	0.00333	0.0033257	0.0027	0.00068	0.00413	0.01
𝑦2	0	0.00218	0.00351	0.00410	0.0042	0.00398	0.0032	0.0012	0.00363	0.01451	0.04
𝑦3	0	0.00302	0.00435	0.00441	0.0036	0.00229	4 × 10^−6	0.00404	0.0118	0.02991	0.09
𝑦4	0	0.00362	0.0045	0.00349	0.0013	0.0021	0.0066	0.01319	0.02459	0.05177	0.16
𝑦5	0	0.00385	0.00375	0.00101	0.0036	0.0096	0.01758	0.02864	0.04622	0.08582	0.25
𝑦6	0	0.00355	0.00171	0.00374	0.0116	0.0222	0.0368	0.05721	0.08729	0.14279	0.36
𝑦7	0	0.00243	0.00232	0.01169	0.0251	0.0446	0.07346	0.11277	0.16266	0.23196	0.49
𝑦8	0	6.4 × 10^−5	0.00922	0.02522	0.0495	0.0878	0.14193	0.20487	0.27293	0.35907	0.64
𝑦9	0	0.00398	0.02085	0.049881	0.0956	0.163	0.24296	0.32916	0.42668	0.54521	0.81
𝑦10	0	0.01	0.04	0.09	0.16	0.25	0.36	0.49	0.64	0.81	1