Numerical Solution of Burgers–Huxley Equation Using a Higher Order Collocation Method

Table 7

Comparison of error with CM [15] taking .

T		= 0.00001		= 0.0001		= 0.001		CPU-time (present method)
		Present method	CM [15]	Present method	CM [15]	Present method	CM [15]
0.3	1	6.117E − 012	8.019E − 012	6.117E − 010	8.019E − 010	6.118E − 008	8.015E − 008	0.1053 s
	10	6.916E − 011	1.008E − 011	6.916E − 009	1.008E − 009	6.913E − 007	1.007E − 007	0.1004 s
	100	7.960E − 010	1.277E − 010	7.958E − 008	1.277E − 008	7.936E − 006	1.276E − 006	0.1062 s
0.9	1	6.461E − 012	2.405E − 012	6.461E − 010	2.405E − 010	6.462E − 008	2.404E − 008	0.1762 s
	10	7.305E − 011	3.024E − 011	7.305E − 009	3.024E − 009	7.307E − 007	3.022E − 007	0.1811 s
	100	8.409E − 010	3.832E − 010	8.417E − 008	3.832E − 008	8.493E − 006	3.829E − 006	0.1758 s

Given CPU-time is for the present method.