Physics in the steady-state or long time discharge are illustrated from the view point of generic toroidal plasmas. Issues include physics process with very long time scale, dynamical phenomena of various time scales, transition nature under very slow temporal variations of parameters, statistical occurrence of transition and life time and identification of minimum circulating power. Nonlinear dependencies of transport properties of density, temperature, current, electric field and poloidal magnetic field cause self-organized dynamics. A picture of stationary oscillatory states is presented from a unified picture of nonlinear limit cycle dynamics. It is emphasized that the long time asymptotics are determined by the structure formation mech...
We study long-range interacting systems driven by external stochastic forces that act collectively o...
This thesis is an experimental study of a plasma which is made strongly turbulent by conducting an e...
The mathematical field of bifurcation theory is extended to be applicable to 1-dimensionally resolve...
Self-organized dynamics of toroidal hellcal plasma, which is induced by the nonlinear transport prop...
Abstract: This paper summarizes recent experimental work on nonlinear dynamical phenomena in gas dis...
A new kind of oscillatory steady state is discovered in observation of potential with a heavy ion be...
Some of the crucial physics aspects of burning plasmas magnetically confined in toroidal systems are...
This paper is concerned with a dynamical systems analysis of an insta-bility occurring in a cylindri...
Experimental observations of plasma self-oscillations are presented. In the current regime limited b...
The study of nonlinear dynamics or chaos theory has emerged in the last three decades or so as an im...
AbstractThis paper is concerned with a dynamical systems analysis of an instability occurring in a c...
The physics of density limit phenomena in toroidal helical plasmas based on an analytic point model ...
Dynamical equation for the self-sustained and pressure-driven turbulence in toroidal plasmas is deri...
The complexity of plasmas arises mainly from their inherent nonlinearity and far from equilibrium na...
The major problem confronting researchers who wish to obtain power from controlled thermonuclear rea...
We study long-range interacting systems driven by external stochastic forces that act collectively o...
This thesis is an experimental study of a plasma which is made strongly turbulent by conducting an e...
The mathematical field of bifurcation theory is extended to be applicable to 1-dimensionally resolve...
Self-organized dynamics of toroidal hellcal plasma, which is induced by the nonlinear transport prop...
Abstract: This paper summarizes recent experimental work on nonlinear dynamical phenomena in gas dis...
A new kind of oscillatory steady state is discovered in observation of potential with a heavy ion be...
Some of the crucial physics aspects of burning plasmas magnetically confined in toroidal systems are...
This paper is concerned with a dynamical systems analysis of an insta-bility occurring in a cylindri...
Experimental observations of plasma self-oscillations are presented. In the current regime limited b...
The study of nonlinear dynamics or chaos theory has emerged in the last three decades or so as an im...
AbstractThis paper is concerned with a dynamical systems analysis of an instability occurring in a c...
The physics of density limit phenomena in toroidal helical plasmas based on an analytic point model ...
Dynamical equation for the self-sustained and pressure-driven turbulence in toroidal plasmas is deri...
The complexity of plasmas arises mainly from their inherent nonlinearity and far from equilibrium na...
The major problem confronting researchers who wish to obtain power from controlled thermonuclear rea...
We study long-range interacting systems driven by external stochastic forces that act collectively o...
This thesis is an experimental study of a plasma which is made strongly turbulent by conducting an e...
The mathematical field of bifurcation theory is extended to be applicable to 1-dimensionally resolve...