Add to ORKGReceived (to be inserted by publisher) In this paper we study the nonlinear response of the nonlinear mass-spring model with non-smooth stiffness. For this purpose, we take as prototype model, a system that consist in the double-well smooth potential with an additional spring component acting into the system only for large enough displacement. We focus our study in the analysis of the homoclinic orbits for such nonlinear potential for which we observe the appearance of chaotic motion in the presence of damping effects and an external harmonic force, analyzing the crucial role of the linear spring in the dynamics of our system. The results has been shown by using both the Melnikov analysis and numerical simulations. We expect our work to hav...
A new method for studying dynamics in a nonlinear spring- loaded mechanism is described, which consi...
In this paper, a dynamical model of a spring-mass system with a single degree of freedom is proposed...
The homoclinic bifurcation and transition to chaos in gear systems are studied both analytically and...
Received (to be inserted by publisher) The control of the chaotic dynamics in a nonlinear mass-sprin...
Abstract Chaos is harmful for a nonlinear mechanical system. For a vehicle, chaotic vibrations may l...
In this paper, the stability of vehicle concerning the slow-varying sprung mass is analyzed based on...
A vibration isolator consisting of a vertical linear spring and two nonlinear pre-stressed oblique s...
This paper concerns a type of rotating machine (centrifugal vibrator), which is supported on a nonli...
An analytical technique has been developed based on the harmonic balance method to obtain approximat...
Chaotic oscillations of a harmonically excited mass on a non-linear isolator are investigated. The m...
Background and aims. Mass-Spring systems are second order linear differential equations that have va...
The model of nonlinear spring systems can be applied to deal with different aspect of mechanical pro...
This paper explores the nonlinear dynamics of a multidegree of freedom (MDoF) structure impacting a ...
In many technical applications spring-like flexible elements or real springs connected in series are...
International audienceThis paper describes the dynamic behaviour of a coupled system which includes ...
A new method for studying dynamics in a nonlinear spring- loaded mechanism is described, which consi...
In this paper, a dynamical model of a spring-mass system with a single degree of freedom is proposed...
The homoclinic bifurcation and transition to chaos in gear systems are studied both analytically and...
Received (to be inserted by publisher) The control of the chaotic dynamics in a nonlinear mass-sprin...
Abstract Chaos is harmful for a nonlinear mechanical system. For a vehicle, chaotic vibrations may l...
In this paper, the stability of vehicle concerning the slow-varying sprung mass is analyzed based on...
A vibration isolator consisting of a vertical linear spring and two nonlinear pre-stressed oblique s...
This paper concerns a type of rotating machine (centrifugal vibrator), which is supported on a nonli...
An analytical technique has been developed based on the harmonic balance method to obtain approximat...
Chaotic oscillations of a harmonically excited mass on a non-linear isolator are investigated. The m...
Background and aims. Mass-Spring systems are second order linear differential equations that have va...
The model of nonlinear spring systems can be applied to deal with different aspect of mechanical pro...
This paper explores the nonlinear dynamics of a multidegree of freedom (MDoF) structure impacting a ...
In many technical applications spring-like flexible elements or real springs connected in series are...
International audienceThis paper describes the dynamic behaviour of a coupled system which includes ...
A new method for studying dynamics in a nonlinear spring- loaded mechanism is described, which consi...
In this paper, a dynamical model of a spring-mass system with a single degree of freedom is proposed...
The homoclinic bifurcation and transition to chaos in gear systems are studied both analytically and...