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Advances in Continuous and Discrete Models

Theory and Modern Applications

Table 14 \(L_{\infty }\) error norm for \(u(x,t)=v(x,t)\) of Example 2 with \(0\leq x\leq 3\), \(\alpha _{1}=\alpha _{2}=0.4\) and \(\mu =\eta =0\)

From: Non-polynomial B-spline and shifted Jacobi spectral collocation techniques to solve time-fractional nonlinear coupled Burgers’ equations numerically

N

SJSCM (M = N)

TQF (τ = 1/128) [27, Table 2]

FDM (τ = 1/128) [27, Table 2]

3

4.14476 × 10−4

3.21997018 × 10−4

3.02999632 × 10−3

4

1.83386 × 10−4

2.32880457 × 10−4

2.48938916 × 10−3

5

2.04748 × 10−5

1.24955778 × 10−4

1.51170703 × 10−3

7

8.229057 × 10−7

–

–

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