Table 3 Average squared residual errors for hybrid nanofluid.

From: OHAM analysis of quadratic radiative heat flux and chemical reactions in hybrid nanofluid flow over variable thickness stretching surface

M

\({\varepsilon _M}^{f}\)

\({\varepsilon _M}^{\theta }\)

\({\varepsilon _M}^{g}\)

2

\(\:0.04207170\)

\(\:0.00604824\)

\(\:0.000503161\)

4

\(\:0.01950430\)

\(\:0.00601442\)

\(\:0.000118443\)

6

\(\:0.01261400\)

\(\:0.00585941\)

\(\:0.000041331\)

8

\(\:0.00923611\)

\(\:0.00543532\)

\(\:0.0000209356\)

10

\(\:0.00723529\)

\(\:0.00404335\)

\(\:0.0000127604\)

12

\(\:0.00591956\)

\(\:0.00366915\)

\(\times {10^{ - 6}}\)

14

\(\:0.00499256\)

\(\:0.00230652\)

\(\times {10^{ - 6}}\)

16

\(\:0.00430639\)

\(\:0.00225242\)

\(\times {10^{ - 6}}\)

18

\(\:0.00377925\)

\(\:0.00160524\)

\(\times {10^{ - 6}}\)

20

\(\:0.00336236\)

\(\:0.00126402\)

\(\times {10^{ - 6}}\)