We report an experimental result on successfully controlling spiral turbulence in a reaction-diffusion system. The control is realized by periodic forcing in a three-dimensional Belousov-Zhabotinsky reaction-diffusion system, which has chemical concentration gradients in the third dimension. We observe that, in the oscillatory regime of the system, a suitable periodic forcing may stabilize scroll waves (SWs), which otherwise undergo a transition to spiral turbulence. Relating the spiral phase shift due to gradients and the forcing frequency, the mechanism of the control can be well understood by modulating the phase twist of SWs. We use the FitzHugh-Nagumo model to demonstrate this mechanism.http://gateway.webofknowledge.com/gateway/Gateway...
Periodic forcing of chemical turbulence in the catalytic CO oxidation on Pt(110) can induce a period...
A series of experimental studies on spiral dynamics and instabilities in a spatial open. reactor wit...
By simulations of the Barkley model, action of uniform periodic nonresonant forcing on scroll rings ...
In this paper, we summarize our recent experimental and theoretical works on observation and control...
Spiral instabilities and their controls are investigated in a reaction diffusion system using the Be...
We report our experimental study on chemical patterns in a spatial open reactor using the Belousov-Z...
Experimental evidence of the use of a circularly polarized electric field to control the spiral turb...
The transition from spiral waves to defect-mediated turbulence was studied in a spatial open reactor...
Scroll waves in a three-dimensional media may develop into turbulence due to negative tension of the...
We report our experimental study on spiral instabilities in an open spatial reactor using the Belous...
Control of defect-mediated turbulence or spiral turbulence has been a subject of pattern dynamics st...
The dynamics of a scroll wave in an excitable medium with gradient excitability is studied in detail...
In two-dimensional reaction-diffusion systems, local curvature perturbations on traveling waves are ...
Turbulence control in the two-dimensional complex Ginzburg-Landau equation is investigated. An appro...
Periodic forcing of chemical turbulence in the catalytic CO oxidation on Pt(110) can induce a period...
Periodic forcing of chemical turbulence in the catalytic CO oxidation on Pt(110) can induce a period...
A series of experimental studies on spiral dynamics and instabilities in a spatial open. reactor wit...
By simulations of the Barkley model, action of uniform periodic nonresonant forcing on scroll rings ...
In this paper, we summarize our recent experimental and theoretical works on observation and control...
Spiral instabilities and their controls are investigated in a reaction diffusion system using the Be...
We report our experimental study on chemical patterns in a spatial open reactor using the Belousov-Z...
Experimental evidence of the use of a circularly polarized electric field to control the spiral turb...
The transition from spiral waves to defect-mediated turbulence was studied in a spatial open reactor...
Scroll waves in a three-dimensional media may develop into turbulence due to negative tension of the...
We report our experimental study on spiral instabilities in an open spatial reactor using the Belous...
Control of defect-mediated turbulence or spiral turbulence has been a subject of pattern dynamics st...
The dynamics of a scroll wave in an excitable medium with gradient excitability is studied in detail...
In two-dimensional reaction-diffusion systems, local curvature perturbations on traveling waves are ...
Turbulence control in the two-dimensional complex Ginzburg-Landau equation is investigated. An appro...
Periodic forcing of chemical turbulence in the catalytic CO oxidation on Pt(110) can induce a period...
Periodic forcing of chemical turbulence in the catalytic CO oxidation on Pt(110) can induce a period...
A series of experimental studies on spiral dynamics and instabilities in a spatial open. reactor wit...
By simulations of the Barkley model, action of uniform periodic nonresonant forcing on scroll rings ...