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Approximate Solutions of Primary Resonance for Forced Duffing Equation by Means of the Homotopy Analysis Method
homotopy analysis method(HAM) series solution
2011/8/4
Nonlinear dynamic equation is a common engineering model. There is not precise analytical solution for most of nonlinear differential equations. These nonlinear differential equations should be solved...
Approximate Solutions of Primary Resonance for Forced Duffing Equation by Means of the Homotopy Analysis Method
homotopy analysis method(HAM) series solution forced Duffing equation
2011/8/4
Nonlinear dynamic equation is a common engineering model. There is not precise analytical solution for most of nonlinear differential equations. These nonlinear differential equations should be solved...
The homotopy analysis method for solving the Sawada朘otera and Lax's fifth-order KdV equations
Homotopy analysis method Generalized fifth-order KdV (gfKdV) equation
2010/9/27
In this Letter, we apply the homotopy analysis method (HAM) to obtain approximate analytical solutions of the Sawada–Kotera and Lax’s fifth-order KdV equations, without any linearization or weak nonli...