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Comments on 'Some new exact traveling wave solutions to the simplified MCH equation and the (1+1)-dimensional combined KdV-mKdV equations'

机译:关于“一些新的精确行驶波解决方案和简化MCH方程的一些新的完全行驶波解决方案和(1 + 1) - 二维kdv-mkdv等式”

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Exact solutions are important in many branches of engineering and physics because of inhomogeneity, nonlinearities and some general boundary conditions. Hence, applied mathematicians, engineers and physicists are forced to find approximate solutions of the problems in these areas. So, there are many different methods such as sine-cosine method, tanh-coth method, exp-function method, G'/G-expansion method etc. which based on complementary equations, to obtain the exact solutions of nonlinear partial differential equations. The important thing is to find original expansion. The aim of this work is to determine the ansatz which gives less computation.
机译:由于不均匀性,非线性和一些一般边界条件,在许多工程和物理分支中,精确的解决方案很重要。 因此,应用数学家,工程师和物理学家被迫找到这些领域问题的大致解决方案。 因此,存在许多不同的方法,例如基于互补方程的正弦余弦方法,Tanh-Coth方法,Exp-Courcuide方法,G'/ G扩展方法等,以获得非线性偏微分方程的精确解。 重要的是找到原始扩张。 这项工作的目的是确定ansatz,它提供较少计算的。

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