In this article we consider a simple model of an iron pendulum in the magnetic field which is a canonical example of an ODE with the Preisach nonlinearity. We present the results of the numerical modelling that show richness of behaviour of the considered equations. In particular, we observe chaotic-like behaviour for the particular values of parameters
The partial differential equations (PDEs) for two-dimensional incompressible convection in a strong ...
6th International Conference on Electronics, Computers and Artificial Intelligence, ECAI 2014 -- 23 ...
Nonideal systems are those in which one takes account of the influence of the oscillatory system on ...
summary:We consider autonomous systems where two scalar differential equations are coupled with the ...
Chaotic behavior of a physical system is characterized by its unpredictability and extreme sensitivi...
M.Sc. (Applied Mathematics)Abstract: Amongst the very interesting, exciting and beautiful topics in ...
Abstract. We study oscillations in resonant systems under periodic forcing. The systems depend on a ...
A periodically forced mathematical pendulum is one of the typical and popular nonlinear oscillators ...
A nonlinear pendulum is designed to demonstrate the chaotic instability of trajectories. Here, we pr...
The aim of the presented thesis is to create a compact publication which deals with properties, solu...
It is demonstrated that decimation of the one-dimensional Ising model, with periodic boundary condit...
AbstractWe report on the first steps made towards the computational proof of the chaotic behaviour o...
Numerical simulations have shown that a parametrically damped, but otherwise undriven pendulum posse...
WOS: 000351809900017This paper explores the relation of the nonlinearities of displacement and veloc...
International audienceA novel demonstration of chaos in the double pendulum is discussed. Experiment...
The partial differential equations (PDEs) for two-dimensional incompressible convection in a strong ...
6th International Conference on Electronics, Computers and Artificial Intelligence, ECAI 2014 -- 23 ...
Nonideal systems are those in which one takes account of the influence of the oscillatory system on ...
summary:We consider autonomous systems where two scalar differential equations are coupled with the ...
Chaotic behavior of a physical system is characterized by its unpredictability and extreme sensitivi...
M.Sc. (Applied Mathematics)Abstract: Amongst the very interesting, exciting and beautiful topics in ...
Abstract. We study oscillations in resonant systems under periodic forcing. The systems depend on a ...
A periodically forced mathematical pendulum is one of the typical and popular nonlinear oscillators ...
A nonlinear pendulum is designed to demonstrate the chaotic instability of trajectories. Here, we pr...
The aim of the presented thesis is to create a compact publication which deals with properties, solu...
It is demonstrated that decimation of the one-dimensional Ising model, with periodic boundary condit...
AbstractWe report on the first steps made towards the computational proof of the chaotic behaviour o...
Numerical simulations have shown that a parametrically damped, but otherwise undriven pendulum posse...
WOS: 000351809900017This paper explores the relation of the nonlinearities of displacement and veloc...
International audienceA novel demonstration of chaos in the double pendulum is discussed. Experiment...
The partial differential equations (PDEs) for two-dimensional incompressible convection in a strong ...
6th International Conference on Electronics, Computers and Artificial Intelligence, ECAI 2014 -- 23 ...
Nonideal systems are those in which one takes account of the influence of the oscillatory system on ...