HSX is the worlds only quasi helically symmetric stellarator experiment operated at UW Madison since 2001 The experiment contributes with studies of: ̶Neoclassical transport and flows ̶Turbulence optimization ̶Diagnostic development

2024年9月10日 · The Helically Symmetric eXperiment (HSX) is an optimized stellarator operated by the College of Engineering at UW-Madison. 3D shaped coils are arranged in a torus-like configuration to produce a 1Tesla magnetic field that confines high temperatures plasma with temperatures higher than 10 Million degree C.

Download Design and Construction of HSX-a Helically Symmetric Stellarator_Almagri_et-al_1998 Journal of Plasma and Fusion Research SERIES, Volume 1, January 1998

The Helically Symmetric Experiment (HSX, stylized as Helically Symmetric eXperiment), is an experimental plasma confinement device at the University of Wisconsin–Madison, with design principles that are intended to be incorporated into a fusion reactor.

The Helically Symmetric Experiment (HSX)[1,2] is an advanced stellarator configuration, in which mag-netic geometry is quasi-helically symmetric (aHS)[3]. The magnetic spectrum is dominated by a single helical

2018年1月17日 · The HSX device has been designed with a clear set of primary physics goals; demonstrate the feasibility of construction of a QHS device, examine single particle confinement of injected ions with regard to magnetic field symmetry breaking, compare density and temperature profiles in this helically symmetric system to those for axisymmetric ...

The HSX device has been designed with a clear set of pri-mary physics goals: 1) demonstrate the feasibility of construc-tion of a QHS device, 2) examine single particle confinement with regard to magnetic field symmetry breaking, 3) compare density and temperature profiles in …

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2025年3月1日 · To improve our knowledge of neutral exhaust in non-resonant divertors, a particle exhaust study is performed for the Helically Symmetric eXperiment (HSX). The chaotic magnetic field topology in the plasma edge is examined with connection lengths and Lyapunov exponents.