In this paper the Max-Min Method is utilized for solving the nonlinear oscillation problems. The proposed approach is applied to three systems with complex nonlinear terms in their motion equations. By means of this method the dynamic behavior of oscillation systems can be easily approximated using He Chengtian’s interpolation. The comparison of the obtained results from Max-Min method with time marching solution and the results achieved from literature verifies its convenience and effectiveness. It is predictable that He's Max-Min Method will find wide application in various engineering problems as indicated in the following cases
In this study a new kind of analytical methods called He’s variational approach method is applied to...
AbstractIn this paper, a modified harmonic balance method based an analytical technique has been dev...
AbstractIn this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s ...
In this paper the Max-Min Method is utilized for solving the nonlinear oscillation problems. The pro...
In this paper, the Max-Min Method is utilized for solving the nonlinear oscillation problems. The pr...
WOS: 000300611500003The max-min approach is applied to mathematical models of some nonlinear oscilla...
Nonlinear functions are crucial points and terms in engineering problems. Actual and physical proble...
AbstractMax–Min Approach (MMA) is applied to obtain an approximate solution of three practical cases...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
Nonlinear functions are crucial points and terms in engineering problems and the solutions of many i...
Nonlinear functions are crucial points and terms in engineering problems and the solutions of many i...
Max–Min Approach (MMA) is applied to obtain an approximate solution of three practical cases in term...
AbstractIn this paper, the approximate solutions of the mathematical model of a mass attached to a s...
AbstractThe Duffing-harmonic oscillator is a common model for nonlinear phenomena in science and eng...
AbstractIn the present paper, a novel analytical approximation technique has been proposed based on ...
In this study a new kind of analytical methods called He’s variational approach method is applied to...
AbstractIn this paper, a modified harmonic balance method based an analytical technique has been dev...
AbstractIn this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s ...
In this paper the Max-Min Method is utilized for solving the nonlinear oscillation problems. The pro...
In this paper, the Max-Min Method is utilized for solving the nonlinear oscillation problems. The pr...
WOS: 000300611500003The max-min approach is applied to mathematical models of some nonlinear oscilla...
Nonlinear functions are crucial points and terms in engineering problems. Actual and physical proble...
AbstractMax–Min Approach (MMA) is applied to obtain an approximate solution of three practical cases...
This paper suggests a novel method called max-min method. Maximal and minimal solution thresholds of...
Nonlinear functions are crucial points and terms in engineering problems and the solutions of many i...
Nonlinear functions are crucial points and terms in engineering problems and the solutions of many i...
Max–Min Approach (MMA) is applied to obtain an approximate solution of three practical cases in term...
AbstractIn this paper, the approximate solutions of the mathematical model of a mass attached to a s...
AbstractThe Duffing-harmonic oscillator is a common model for nonlinear phenomena in science and eng...
AbstractIn the present paper, a novel analytical approximation technique has been proposed based on ...
In this study a new kind of analytical methods called He’s variational approach method is applied to...
AbstractIn this paper, a modified harmonic balance method based an analytical technique has been dev...
AbstractIn this paper attempts have been done to solve nonlinear oscillator by using Akbari–Ganji’s ...