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 4

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	3.438280856	3.438280856	0.15161435	0.15161436
2								3.530392147	3.530392147
3								3.697942773	3.697942774
4								3.887811830	3.887811831
2	0.25	0.5	7	2	1	0.8	1	3.739895693	3.739895694	−0.83621408	−0.83621408
	0.5							3.530392147	3.530392147
	0.75							3.320809783	3.320809783
	1							3.112911418	3.112911419
2	0.5	0.2	7	2	1	0.8	1	5.586732509	5.586732511	−6.76385072	−6.76385072
		0.3						4.505453930	4.505453930
		0.4						3.910624300	3.910624301
		0.5						3.530392147	3.530392147
2	0.5	0.5	7	2	1	0.8	1	3.530392147	3.530392147	0.00638393	0.00638393
			15					3.818808341	3.818808341
			30					4.071512266	4.071512266
			120					4.404651535	4.404651535
2	0.5	0.5	7	0	1	0.8	1	2.583396991	2.583396991	0.34450298	0.34450298
				2				3.530392147	3.530392147
				4				4.161445943	4.161445944
				6				4.669732284	4.669732284
2	0.5	0.5	7	2	0	0.8	1	3.678361324	3.678361324	−0.10859003	−0.10859003
					1			3.530392147	3.530392147
					2			3.427353550	3.427353550
					3			3.350740762	3.350740762
2	0.5	0.5	7	2	1	0	1	6.578902921	6.578902924	−3.78728476	−3.78728476
						0.3		5.801347590	5.801347593
						0.5		5.118622501	5.118622503
						0.8		3.530392147	3.530392147
2	0.5	0.5	7	2	1	0.8	0	3.687725276	3.687725277	−0.11216701	−0.11216701
							1	3.530392147	3.530392147
							2	3.425271152	3.425271152
							3	3.348875572	3.348875573