Figure 19From: Modelling and nonlinear boundary stabilization of the modified generalized Korteweg–de Vries–Burgers equationThe \(L^{2}\)-norm of \(u(x,t)\), \(\|u(x,t)\|\), versus time for different values of α; comparison between the behavior of the equation with and without control when \(v=0.01, \mu =0.001, \gamma _{1}=1, \gamma _{2}=0.0005\) and \(u_{0}(x)=\sin ( \pi x)\); (a) \(\alpha =1\); (b) \(\alpha =2\); (c) \(\alpha =3\); (d) \(\alpha =4\)Back to article page