e-Book Turbulent Transport in Fusion Plasmas: First ITER International Summer School (AIP Conference Proceedings) download
by Sadruddin Benkadda
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Series: AIP Conference Proceedings (Book 1013).
ISBN-13: 978-0735405349. Series: AIP Conference Proceedings (Book 1013).
The emphasis of the first school has been on the physics of turbulent transport and its implications on confinement in magnetic fusion devices.
Conference: TURBULENT TRANSPORT IN FUSION PLASMAS: First ITER International Summer School. Plasma flow in toroidal geometry results in nontrivial coupling of plasma flow, radial electric field and radial plasma pressure gradient. Cite this publication. This coupling originates from combination of inertial and gyroviscous forces in toroidal geometry. Such effects have been recently studied as a sources of symmetry breaking and toroidal flow pinches.
AIP Conference Proceedings is a serial published by the American Institute of Physics since 1970. It publishes the proceedings from various conferences of physics societies. In addition to the series' own ISSN, each volumes receives its own ISBN. AIP Conference Proceedings publishes more than 100 volumes per year, with back-file coverage to 1970 which encompasses 1,330 proceedings volumes and 100,000 published papers.
Watanabe, and W. Horton, Phys.
The ITER International School (IIS) is jointly hosted and organized every two years .
The ITER International School (IIS) is jointly hosted and organized every two years by the Aix-Marseille University and the ITER Organization and alternates between Aix-en-Provence, France, and sites within the ITER Members. The first ITER school-in July 2007 in Aix-en-Provence, France-was organized on the topic of turbulent transport in fusion plasmas. The next ITER International School is planned in Aix-en-Provence, France, in 2020.
Naulin . Rasmussen . Angioni . Giroud . Valisa . Puiatti . Carraro . Turbulent Impurity Transport, Turbulent Transport in Fusion Plasma, AIP Conference Proceedings, 1013, ed. Benkadda . Amer Inst Physics, 2008, 191–206. Stochastic Line Motion and Stochastic Flux Conservation for Nonideal Hydromagnetic Models, J. Math. 50:8 (2009), 083102.
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