AbstractIn this paper, He’s variational approach is applied to the nonlinear oscillators with discontinuities. We conclude that the method is very effective, accurate and convenient. Moreover, the approximate solutions obtained are uniformly valid for both small parameters and large parameters
The Hamiltonian approach is used to find an approximate amplitude-frequency relationship of a nonlin...
AbstractIn this paper, He’s amplitude–frequency formulation is used to obtain a periodic solution of...
AbstractA modified variational approach called Global Error Minimization (GEM) method is developed f...
He's variational approach is modified for nonlinear oscillator with discontinuity for which the elas...
AbstractIn this paper, He’s variational approach is applied to the strongly nonlinear oscillators wi...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
The Optimal Variational Method (OVM) is introduced and applied for calculating approximate periodic ...
AbstractIn this paper, a nonlinear oscillator with discontinuity is analyzed using He’s amplitude–fr...
AbstractIn this paper, iterative reproducing kernel method is applied to obtain the analytical appro...
In this paper, a novel method called generalized of the variational iteration method is presented to...
The variational iteration method is employed to solve conservative oscillator containing complicated...
This paper applies He's variational iteration method to determine the periodic solutions of oscillat...
In this paper, we used Global ErrorMinimization (GEM)method for nonlinear oscillators. This method c...
AbstractIn this paper, we implement a new analytical technique, He’s variational iteration method, f...
AbstractA generalized harmonic balance method is used to calculate the periodic solutions of a nonli...
The Hamiltonian approach is used to find an approximate amplitude-frequency relationship of a nonlin...
AbstractIn this paper, He’s amplitude–frequency formulation is used to obtain a periodic solution of...
AbstractA modified variational approach called Global Error Minimization (GEM) method is developed f...
He's variational approach is modified for nonlinear oscillator with discontinuity for which the elas...
AbstractIn this paper, He’s variational approach is applied to the strongly nonlinear oscillators wi...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
The Optimal Variational Method (OVM) is introduced and applied for calculating approximate periodic ...
AbstractIn this paper, a nonlinear oscillator with discontinuity is analyzed using He’s amplitude–fr...
AbstractIn this paper, iterative reproducing kernel method is applied to obtain the analytical appro...
In this paper, a novel method called generalized of the variational iteration method is presented to...
The variational iteration method is employed to solve conservative oscillator containing complicated...
This paper applies He's variational iteration method to determine the periodic solutions of oscillat...
In this paper, we used Global ErrorMinimization (GEM)method for nonlinear oscillators. This method c...
AbstractIn this paper, we implement a new analytical technique, He’s variational iteration method, f...
AbstractA generalized harmonic balance method is used to calculate the periodic solutions of a nonli...
The Hamiltonian approach is used to find an approximate amplitude-frequency relationship of a nonlin...
AbstractIn this paper, He’s amplitude–frequency formulation is used to obtain a periodic solution of...
AbstractA modified variational approach called Global Error Minimization (GEM) method is developed f...
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