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A Numerical Approach of Fornberg-Whitham Equation Using Residual Power Series Method

机译:残余幂级数法的Fornberg-Whitham方程数值方法

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In this paper, a modern and approach method called residual power series technique has been applied to find numerical solution for an important equation in optical communication systems and optical fibers called Fornberg-Whitham equation. In addition to that, the technique has been used in regard of the effectiveness of time. The present results have been used to compare it with the exact solution and have been shown graphically to demonstrate the effectiveness and suitability of RPS method. Furthermore, the steadiness and the action of time of the Fornberg-Whitham equation and the modified Fornberg-Whitham equation have been discussed and concluded that the RPSM method is an influential and beneficial one to solve strong nonlinear partial differential equations.
机译:在本文中,一种被称为剩余功率级数技术的现代方法已被用于寻找光通信系统和光纤中一个重要方程称为Fornberg-Whitham方程的数值解。除此之外,还考虑到时间的有效性使用了该技术。目前的结果已用于将其与精确的解决方案进行比较,并已通过图形显示以证明RPS方法的有效性和适用性。此外,对Fornberg-Whitham方程和改进的Fornberg-Whitham方程的稳定性和时间作用进行了讨论,得出的结论是,RPSM方法对于解决强非线性偏微分方程是有影响和有益的。

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