Nowadays, the Burgers-type equations are seen in plasma astrophysics, ocean dynamics,
atmospheric science, computational fluid mechanics, cosmology, condensed matter physics …

In this paper, we elaborated a spectral collocation method based on differentiated
Chebyshev polynomials to obtain numerical solutions for some different kinds of nonlinear …

The two-dimensional Burgers' equations are discretized in fully implicit finite-difference form.
This scheme leads to a system of nonlinear difference equations to be solved at each time …

The purpose of this study is to implement ADM–PADE (MADM–PADE) technique, which is a
combination of Adomian decomposition method (modified Adomian decomposition method) …

By means of the modified extended tanh-function (METF) method the multiple travelling
wave solutions of some different kinds of nonlinear partial differential equations are …

By means of variational iteration method the solution of the Korteweg-de Vries Burgers (for
short, KdVB) and a Lax's seventh-order KdV (for short, LsKdV) equations are exactly …

The Burgers-type equations are noticed in plasma astrophysics, ocean dynamics,
atmospheric science, computational fluid mechanics, cosmology, condensed matter physics …

This paper presents a new method for solving higher order nonlinear evolution partial
differential equations (NPDEs). The method combines quasilinearisation, the Chebyshev …

Burgers-type equations are seen in cosmology, hydrodynamics, plasma physics, hurricane
dynamics, statistical dynamics, traffic modelling, etc. For an extended (2+ 1)-dimensional …

In this study, we present a numerical comparison between the differential transform method
(DTM) and the homotopy analysis method (HAM) for solving Burgers' and nonlinear heat …