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首页> 外文期刊>International journal of applied mechanics and engineering >SOLUTION OF NON-LINEAR KLEIN-GORDAN EQUATION WITH A QUADRATIC NON LINEAR TERM BY ADOMIAN DECOMPOSITION METHOD
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SOLUTION OF NON-LINEAR KLEIN-GORDAN EQUATION WITH A QUADRATIC NON LINEAR TERM BY ADOMIAN DECOMPOSITION METHOD

机译:用二次分解法求解带有二次非线性项的非线性Klein-Gordon方程

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摘要

Nonlinear PDEs are systematically solved by the decomposition method of Adomian for general boundary conditions described by boundary operator equations. In the present case, the solution of the nonlinear Klein-Gordon equation has been considered as an illustration of the decomposition method of Adomian.
机译:对于边界算子方程描述的一般边界条件,通过Adomian分解方法系统地解决了非线性PDE。在当前情况下,非线性Klein-Gordon方程的解被认为是Adomian分解方法的例证。

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