1993Physical Review LettersRequires access

Relaxation oscillations and toroidal-current regeneration in a helicity-driven spheromak

Masayoshi Nagata, T. Kanki, Tsuyoshi Masuda, S. Naito, H. Tatsumi, T. Uyama

Open publisher page 33 citations

Abstract

During the sustained phase of spheromak operation in the flux amplification compact toroid device, detailed observations were made on the discrete relaxation and toroidal current regeneration events that occurred throughout a typical quasiregular cycle. Measurements indicate that over such a cycle there appears to be a global self-organizing phenomenon which involves both the collapse and subsequent recovery of the closed flux surfaces. At the point of recovery, the partially relaxed state is characterized by a value of \ensuremath{\lambda} on the central region which is greater than that on the edge region.

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What this paper is about

During the sustained phase of spheromak operation in the flux amplification compact toroid device, detailed observations were made on the discrete relaxation and toroidal current regeneration events that occurred throughout a typical quasiregular cycle. Measurements indicate that over such a cycle there appears to be a global self-organizing phenomenon which involves both the collapse and subsequent recovery of the closed flux surfaces. At the point of recovery, the partially relaxed state is characterized by a value of \ensuremath{\lambda} on the central region which is greater than that on the edge region.

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Available abstract

During the sustained phase of spheromak operation in the flux amplification compact toroid device, detailed observations were made on the discrete relaxation and toroidal current regeneration events that occurred throughout a typical quasiregular cycle. Measurements indicate that over such a cycle there appears to be a global self-organizing phenomenon which involves both the collapse and subsequent recovery of the closed flux surfaces. At the point of recovery, the partially relaxed state is characterized by a value of \ensuremath{\lambda} on the central region which is greater than that on the edge region.

Key concepts: Spheromak, Toroid, Helicity, Physics, Flux (metallurgy), Relaxation (psychology), Current (fluid), Steady state (chemistry)

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