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University of Cambridge > Talks.cam > Isaac Newton Institute Seminar Series > The E x B staircase as the self-organization in non-equilibrium complex systems
The E x B staircase as the self-organization in non-equilibrium complex systemsAdd to your list(s) Download to your calendar using vCal
If you have a question about this talk, please contact nobody. ADIW01 - Layering — A structure formation mechanism in oceans, atmospheres, active fluids and plasmas The self-organization is one of the most interesting phenomena in the non-equilibrium complex system, generating ordered structures of various size and duration. The physical mechanism and characteristics of the self-organization phenomena are closely related with the underlying transport mechanism and characteristics. In tokamak plasmas, globally self-organized mini transport barriers, the $E \times B$ staircase, are observed in the particular transport regime where non-diffusive flux propagation events, the avalanche, are prevalent. In this talk, detail characteristics of both the avalanche transport and the $E \times B$ staircase in KSTAR plasmas are analyzed to understand their relation. The avalanche transport is found to have strong influences on the formation and the width distribution of the $E \times B$ staircase, while the $E \times B$ staircase confines the avalanche propagation within its width until it is dissipated. A perspective to consider the $E \times B$ staircase as the self-organization near an non-equilibrium critical state provides understanding of not only its dynamics and statistics but also the relation with the stationary internal transport barrier. In some sense, the $E \times B$ staircase and the avalanche can be thought as two faces of the same thing. They both efficiently remove an excess energy from the system so that it can reach a stationary state. Which process will be chosen may depend on an instant status of environment. This talk is part of the Isaac Newton Institute Seminar Series series. This talk is included in these lists:
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