A Novel Numerical Procedure for Simulating Steady MHD Convective Flows of Radiative Casson Fluids over a Horizontal Stretching Sheet with Irregular Geometry under the Combined Influence of Temperature-Dependent Viscosity and Thermal Conductivity

Table 5

Various numerical results for via GDQLLM and SLLM.

										Slope (linear regression)
								GDQLLM	SLLM	GDQLLM	SLLM
1	0.5	0.5	7	2	1	0.8	1	2.328014017	2.328014017	−0.12682904	−0.12682904
2								2.018911882	2.018911882
3								1.935477626	1.935477626
4								1.933061942	1.933061942
2	0.25	0.5	7	2	1	0.8	1	2.480970502	2.480970502	−1.71716862	−1.71716862
	0.5							2.018911882	2.018911882
	0.75							1.588471020	1.588471020
	1							1.193476939	1.193476939
2	0.5	0.2	7	2	1	0.8	1	2.359394987	2.359394987	−1.13000738	−1.13000738
		0.3						2.212663880	2.212663880
		0.4						2.104105813	2.104105813
		0.5						2.018911882	2.018911882
2	0.5	0.5	7	2	1	0.8	1	2.018911882	2.018911882	0.01118628	0.01118628
			15					2.926415233	2.926415233
			30					3.704016463	3.704016463
			120					3.821481472	3.821481472
2	0.5	0.5	7	0	1	0.8	1	2.478226379	2.478226379	−0.17754976	−0.17754976
				2				2.018911882	2.018911882
				4				1.682903617	1.682903617
				6				1.406564006	1.406564006
2	0.5	0.5	7	2	0	0.8	1	1.609470214	1.609470214	0.29129307	0.29129307
					1			2.018911882	2.018911882
					2			2.293768176	2.293768176
					3			2.488828352	2.488828352
2	0.5	0.5	7	2	1	0	1	2.688132140	2.688132140	−0.82609556	−0.82609556
						0.3		2.561008484	2.561008484
						0.5		2.429164586	2.429164586
						0.8		2.018911882	2.018911882
2	0.5	0.5	7	2	1	0.8	0	1.759358147	1.759358147	0.20547491	0.20547491
							1	2.018911882	2.018911882
							2	2.218779372	2.218779372
							3	2.377652036	2.377652036