2003
DOI: 10.1063/1.1593991
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Simply Connected High-β Magnetic Configurations

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Cited by 9 publications
(18 citation statements)
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“…The resulting formation mechanism is similar to PROTO-SPHERA, although the astrophysical phenomena occur at much larger magnetic Lundquist numbers and span a wide range of β values (β « 1 in the solar corona, β ď 1 in collapsing magnetized clumps inside giant molecular clouds, β >> 1 in protostar magnetized accretion disks) [24]. Finally, PROTO-SPHERA could sustain a Chandrasekhar-Kendall-Furth (CKF) magnetic configuration [39], which is a novel approach to magnetic confinement. CKF configurations are simply connected axisymmetric plasma equilibria containing a magnetic separatrix with ordinary X-points (B ‰ 0), which divides a main spherical torus and two secondary tori (on top and bottom) surrounded by a spheromak discharge.…”
Section: Physical Basis and Expected Plasma Evolutionmentioning
confidence: 95%
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“…The resulting formation mechanism is similar to PROTO-SPHERA, although the astrophysical phenomena occur at much larger magnetic Lundquist numbers and span a wide range of β values (β « 1 in the solar corona, β ď 1 in collapsing magnetized clumps inside giant molecular clouds, β >> 1 in protostar magnetized accretion disks) [24]. Finally, PROTO-SPHERA could sustain a Chandrasekhar-Kendall-Furth (CKF) magnetic configuration [39], which is a novel approach to magnetic confinement. CKF configurations are simply connected axisymmetric plasma equilibria containing a magnetic separatrix with ordinary X-points (B ‰ 0), which divides a main spherical torus and two secondary tori (on top and bottom) surrounded by a spheromak discharge.…”
Section: Physical Basis and Expected Plasma Evolutionmentioning
confidence: 95%
“…As a possible far-future development, it should be stressed that a simply connected configuration is particularly suitable for magnetic fusion space propulsion [38,39]. Finally, it is noteworthy that some recently announced machines can even be regarded as a sort of PROTO-SPHERA configuration with some fluctuating coils [18].…”
mentioning
confidence: 99%
“…where γ is the superposition coefficient, has been dubbed (Rogier et al 2003) the Chandrasekhar-Kendall-Furth force-free field (CKF), for being based on particular equilibrium solutions from Chandrasekhar & Kendall (1957) and Furth et al (1957). The shape of CKF configurations does not depend on the poloidal current parameter; in fact μ variations are equivalent to rescaling both R and Z with the same factor.…”
Section: The Chandrasekhar-kendall-furth Modelmentioning
confidence: 99%
“…The superposition of (5.5) and (5.7), where is the superposition coefficient, has been dubbed (Rogier et al. 2003) the Chandrasekhar–Kendall–Furth force-free field (CKF), for being based on particular equilibrium solutions from Chandrasekhar & Kendall (1957) and Furth et al. (1957).…”
Section: Axially Bounded Equilibrium Modelsmentioning
confidence: 99%
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