This paper describes a new numerical method to Compute the separatrix of the basins of attraction of coexisting attractors in a forced friction oscillator. Numerical results show that its intersection with a Poincare section is a non-smooth curve
The model of a double-belt friction oscillator is proposed, which exhibits multiple discontinuity bo...
No fractals, no chaos, yet hard to predict. Using an easy version of the straddle-orbit procedure in...
A one-degree-of-freedom Hamiltonian system with time periodic perturbation generally display rich dy...
Multistability, or coexistence of multiple attractors, is a common and potentially dangerous propert...
The paper discusses several issues related to the numerical computation of the stable manifold of sa...
Several models in the applied sciences are characterized by instantaneous changes in the solutions o...
Several models in the applied sciences are characterized by instantaneous changes in the solutions o...
textThis is a summary report on some existing results and methods regarding the problem of determini...
The aim of the paper is to give an overview of bifurcation phenomena which are typical for non-smoot...
Discontinuities are a common feature of physical models in engineering and biological systems, e.g. ...
This paper is concerned with the computation of the basins of attraction of a simple one degree-of-f...
Numerical integrations represent a time-consuming element in the long-term dynamics analysis of mech...
The aim of the paper is to give an overview of bifurcation phenomena which are typical for non-smoot...
We consider second order ordinary differential equations describing periodically forced dynamical sy...
This paper is concerned with the computation of the basins of attraction of a simple one degree-of-f...
The model of a double-belt friction oscillator is proposed, which exhibits multiple discontinuity bo...
No fractals, no chaos, yet hard to predict. Using an easy version of the straddle-orbit procedure in...
A one-degree-of-freedom Hamiltonian system with time periodic perturbation generally display rich dy...
Multistability, or coexistence of multiple attractors, is a common and potentially dangerous propert...
The paper discusses several issues related to the numerical computation of the stable manifold of sa...
Several models in the applied sciences are characterized by instantaneous changes in the solutions o...
Several models in the applied sciences are characterized by instantaneous changes in the solutions o...
textThis is a summary report on some existing results and methods regarding the problem of determini...
The aim of the paper is to give an overview of bifurcation phenomena which are typical for non-smoot...
Discontinuities are a common feature of physical models in engineering and biological systems, e.g. ...
This paper is concerned with the computation of the basins of attraction of a simple one degree-of-f...
Numerical integrations represent a time-consuming element in the long-term dynamics analysis of mech...
The aim of the paper is to give an overview of bifurcation phenomena which are typical for non-smoot...
We consider second order ordinary differential equations describing periodically forced dynamical sy...
This paper is concerned with the computation of the basins of attraction of a simple one degree-of-f...
The model of a double-belt friction oscillator is proposed, which exhibits multiple discontinuity bo...
No fractals, no chaos, yet hard to predict. Using an easy version of the straddle-orbit procedure in...
A one-degree-of-freedom Hamiltonian system with time periodic perturbation generally display rich dy...
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