The Korteweg-de VriesâBurgers equation is a nonlinear partial differential equation:
The equation gives a description for nonlinear waves in dispersive-dissipative media by combining the nonlinear and dispersive elements from the KdV equation with the dissipative element from Burgers' equation. [1]
The modified KdV-Burgers equation can be written as: [2]
The Korteweg-de VriesâBurgers equation is a nonlinear partial differential equation:
The equation gives a description for nonlinear waves in dispersive-dissipative media by combining the nonlinear and dispersive elements from the KdV equation with the dissipative element from Burgers' equation. [1]
The modified KdV-Burgers equation can be written as: [2]