Fig. 1
From: Traveling wave solutions of the time-delayed generalized Burgers-type equations

The solution (14) for \(\tau = 0\) at \(s = 1\), \(p = 0.1\), \(\omega = 0.2\), \(\alpha = 5\), \(\beta = 4\), \(t = 1\), \(C_{2} = 0\)
From: Traveling wave solutions of the time-delayed generalized Burgers-type equations
The solution (14) for \(\tau = 0\) at \(s = 1\), \(p = 0.1\), \(\omega = 0.2\), \(\alpha = 5\), \(\beta = 4\), \(t = 1\), \(C_{2} = 0\)