Add to ORKGIn this project we will study time-dependent non smooth systems with impatcs. We will focus in two models: the rocking block model and an oscillator with impacts. We will show how to compute, analitycally and numerically, periodic orbits in these systems, where the solutions are only continuous functions of time
The book provides a self-contained introduction to the mathematical theory of non-smooth dynamical p...
Among various non-smooth dynamic systems, the periodically forced oscillation system with impact is ...
We consider a non-autonomous dynamical system formed by coupling two piecewise-smooth systems in R-2...
In this project we will study time-dependent non smooth systems with impatcs. We will focus in two m...
This paper examines impulsive non-autonomous systems with grazing periodic solutions. Surfaces of di...
This paper examines impulsive non-autonomous periodic systems whose surfaces of discontinuity and im...
International audienceGrazing bifurcations are local bifurcations that can occur in dynamical models...
We approximate impact systems in arbitrary finite dimensions with fast-slow dynamics represented by ...
The purpose of this report is to study the dynamics of rigid blocks subjected to an earthquake groun...
International audienceA simple mass spring system with non regularized unilateral contact and fricti...
International audienceThe dynamics of a $N$-degree-of-freedom autonomous oscillator undergoing an en...
Using the theory of the discontinuous dynamical systems, the dynamics of an inclined impact oscillat...
In this paper systems with backlash are studied for the effect of excitation parameters on the perio...
We study a time-periodic non-smooth differential equation (x)over dot = f(t,x), x is an element of R...
We show how the geometric impact surface approach to the dynamics of an impact oscillator provides a...
The book provides a self-contained introduction to the mathematical theory of non-smooth dynamical p...
Among various non-smooth dynamic systems, the periodically forced oscillation system with impact is ...
We consider a non-autonomous dynamical system formed by coupling two piecewise-smooth systems in R-2...
In this project we will study time-dependent non smooth systems with impatcs. We will focus in two m...
This paper examines impulsive non-autonomous systems with grazing periodic solutions. Surfaces of di...
This paper examines impulsive non-autonomous periodic systems whose surfaces of discontinuity and im...
International audienceGrazing bifurcations are local bifurcations that can occur in dynamical models...
We approximate impact systems in arbitrary finite dimensions with fast-slow dynamics represented by ...
The purpose of this report is to study the dynamics of rigid blocks subjected to an earthquake groun...
International audienceA simple mass spring system with non regularized unilateral contact and fricti...
International audienceThe dynamics of a $N$-degree-of-freedom autonomous oscillator undergoing an en...
Using the theory of the discontinuous dynamical systems, the dynamics of an inclined impact oscillat...
In this paper systems with backlash are studied for the effect of excitation parameters on the perio...
We study a time-periodic non-smooth differential equation (x)over dot = f(t,x), x is an element of R...
We show how the geometric impact surface approach to the dynamics of an impact oscillator provides a...
The book provides a self-contained introduction to the mathematical theory of non-smooth dynamical p...
Among various non-smooth dynamic systems, the periodically forced oscillation system with impact is ...
We consider a non-autonomous dynamical system formed by coupling two piecewise-smooth systems in R-2...