A coupled map lattices with convective nonlinearity or, for short, Convective Coupled Map (CCM) is proposed in this paper to simulate spatiotemporal chaos in fluid hows. It is found that the parameter region of spatiotemporal chaos can be determined by the maximal Liapunov exponent of its complexity time series. This simple model implies a similar physical mechanism for turbulence such that the route to spatiotemporal chaos in fluid hows can be envisaged
The paper presents results of examination of control algorithms for the purpose of controlling chaos...
Complex dynamics in systems with many degrees of freedom are investigated with two classes of comput...
Summary We consider dynamics of the piecewise smooth nonlinear systems for which general methodology...
The term "chaos" denotes persistent irregular behavior of a deterministic system (that is, one in wh...
"sensitive dependence on initial condition", which is the essential feature of chaos is demonstrated...
The paper presents a simple mathematical model called a coupled map lattice (CML). For some range of...
We consider three systems that are spatially one-dimensional and are discretized in space and time: ...
In this study, spatio-temporal chaotic behavior in cou-pled chaotic maps with parameter deviations i...
A solvable coupled map lattice model exhibiting spatio-temporal chaos is studied. Exact expressions ...
A solvable coupled map lattice model exhibiting spatio-temporal chaos is studied. Exact expressions ...
In this paper we develop analytical techniques for proving the existence of chaotic dynamics in syst...
In this paper, a discrete version of a reaction-diffusion equation, lso known as coupled map lattice...
A new method for the identification of nonlinear Coupled Map Lattice (CML) equations from measured s...
The term spatiotemporal chaos refers to physical phenomena that exhibit irregular oscillations in bo...
This work concerns the analysis of chaotic multi-variate time-series from spatio-temporal dynamical ...
The paper presents results of examination of control algorithms for the purpose of controlling chaos...
Complex dynamics in systems with many degrees of freedom are investigated with two classes of comput...
Summary We consider dynamics of the piecewise smooth nonlinear systems for which general methodology...
The term "chaos" denotes persistent irregular behavior of a deterministic system (that is, one in wh...
"sensitive dependence on initial condition", which is the essential feature of chaos is demonstrated...
The paper presents a simple mathematical model called a coupled map lattice (CML). For some range of...
We consider three systems that are spatially one-dimensional and are discretized in space and time: ...
In this study, spatio-temporal chaotic behavior in cou-pled chaotic maps with parameter deviations i...
A solvable coupled map lattice model exhibiting spatio-temporal chaos is studied. Exact expressions ...
A solvable coupled map lattice model exhibiting spatio-temporal chaos is studied. Exact expressions ...
In this paper we develop analytical techniques for proving the existence of chaotic dynamics in syst...
In this paper, a discrete version of a reaction-diffusion equation, lso known as coupled map lattice...
A new method for the identification of nonlinear Coupled Map Lattice (CML) equations from measured s...
The term spatiotemporal chaos refers to physical phenomena that exhibit irregular oscillations in bo...
This work concerns the analysis of chaotic multi-variate time-series from spatio-temporal dynamical ...
The paper presents results of examination of control algorithms for the purpose of controlling chaos...
Complex dynamics in systems with many degrees of freedom are investigated with two classes of comput...
Summary We consider dynamics of the piecewise smooth nonlinear systems for which general methodology...