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Theory and Modern Applications

Table 9 Errors and relaxation factor (ω) with \(\tau =\frac{1}{20}\) and \(\gamma =0.1\) for Example 2

From: A new fourth-order explicit group method in the solution of two-dimensional fractional Rayleigh–Stokes problem for a heated generalized second-grade fluid

h

ω = 0.5

ω = 0.9

ω = 1.5

ω = 1.8

\(h=\frac{1}{2}\)

1.0305

1.0305

1.0241

1.0305

\(h=\frac{1}{4}\)

4.9842 ×10−2

4.9812 ×10−2

4.9844 ×10−2

4.9756 ×10−2

\(h=\frac{1}{8}\)

9.4342 ×10−3

9.92685 ×10−3

9.44614 ×10−2

9.1542 ×10−3

\(h=\frac{1}{16}\)

7.4882 ×10−3

8.36823 ×10−3

8.5763 ×10−3

7.1005 ×10−3