In this paper we study the periodic solutions of free vibration of mechanical systems with third and fifth-order nonlinearity for two examples using He's Frequency-Amplitude Formulation (HFAF).The effectiveness and convenience of the method is illustrated in these examples. It will be shown that the solutions obtained with current method have a fabulous conformity with those achieved from time marching solution. HFAF is easy with powerful concepts and the high accuracy, so it can be found widely applicable in vibrations, especially strong nonlinearity oscillatory problems
The analytical approximate technique developed by Wu et al for conservative oscillators with odd non...
International audienceThe standard harmonic balance method (HBM) approaches periodic solutions of a ...
International audienceThe standard harmonic balance method (HBM) approaches periodic solutions of a ...
In this paper we study the periodic solutions of free vibration of mechanical systems with third and...
Many nonlinear systems in industry including oscillators can be simulated as a mass-spring system. I...
Many nonlinear systems in industry including oscillators can be simulated as a mass-spring system. I...
AbstractIn this paper, He’s frequency–amplitude formulation is applied to determine the periodic sol...
A new harmonic balance method (HBM) is presented for accurately computing the periodic responses of ...
An analytical technique has been developed based on the harmonic balance method to obtain approximat...
In the present paper, a new analytical technique based on the rational harmonic balance method (RHBM...
In the present paper, a new analytical technique based on the rational harmonic balance method (RHBM...
Nonlinear oscillators arise in physics and engineering. A fast insight into a nonlinear oscillator’s...
We consider periodic solutions for nonlinear free vibration of conservative, coupled mass-spring sys...
In this paper, two powerful methods called Max–Min and parameter expansion have been applied for the...
Abstract—This paper presents a new approach for solving accurate approximate analytical solution for...
The analytical approximate technique developed by Wu et al for conservative oscillators with odd non...
International audienceThe standard harmonic balance method (HBM) approaches periodic solutions of a ...
International audienceThe standard harmonic balance method (HBM) approaches periodic solutions of a ...
In this paper we study the periodic solutions of free vibration of mechanical systems with third and...
Many nonlinear systems in industry including oscillators can be simulated as a mass-spring system. I...
Many nonlinear systems in industry including oscillators can be simulated as a mass-spring system. I...
AbstractIn this paper, He’s frequency–amplitude formulation is applied to determine the periodic sol...
A new harmonic balance method (HBM) is presented for accurately computing the periodic responses of ...
An analytical technique has been developed based on the harmonic balance method to obtain approximat...
In the present paper, a new analytical technique based on the rational harmonic balance method (RHBM...
In the present paper, a new analytical technique based on the rational harmonic balance method (RHBM...
Nonlinear oscillators arise in physics and engineering. A fast insight into a nonlinear oscillator’s...
We consider periodic solutions for nonlinear free vibration of conservative, coupled mass-spring sys...
In this paper, two powerful methods called Max–Min and parameter expansion have been applied for the...
Abstract—This paper presents a new approach for solving accurate approximate analytical solution for...
The analytical approximate technique developed by Wu et al for conservative oscillators with odd non...
International audienceThe standard harmonic balance method (HBM) approaches periodic solutions of a ...
International audienceThe standard harmonic balance method (HBM) approaches periodic solutions of a ...