Research Article

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

Table 14

error comparison with different schemes taking , .

T = 0.2T = 1

Present method6.6374E − 0087.7424E − 008
CM [15]3.7487E − 0084.2939E − 008
Zhang [13]3.7715E − 0084.3912E − 008
Zhang [13]3.7725E − 0084.3914E − 008
Javidi [9]4.0138E − 0084.6849E − 008

CPU-time (s) (present method)0.07980.1077