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Numerical Solutions of Three-Dimensional Coupled Burgers’ Equations by Using Some Numerical Methods

机译:三维耦合Burgers方程的数值解

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In this paper, we found the numerical solution of three-dimensional coupled Burgers’ Equations by using more efficient methods: Laplace Adomian decomposition method, Laplace transform homotopy perturbation method, variational iteration method, variational iteration decomposition method and variational iteration homotopy perturbation method. Example is examined to validate the efficiency and accuracy of these methods and they reduce the size of computation without the restrictive assumption to handle nonlinear terms and it gives the solutions rapidly.
机译:在本文中,我们使用更有效的方法找到了三维耦合Burgers方程的数值解:拉普拉斯Adomian分解方法,拉普拉斯变换同伦摄动方法,变分迭代方法,变分迭代分解方法和变分迭代同伦摄动方法。通过示例来验证这些方法的效率和准确性,并且它们在不限制处理非线性项的前提下减小了计算量,并迅速给出了解决方案。

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