2013
DOI: 10.1007/978-1-4614-5782-4
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Cosmic Electrodynamics

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Cited by 40 publications
(28 citation statements)
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References 198 publications
(275 reference statements)
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“…Turbulence or plasma waves, for example, can be generated by the interaction of the high speed flows with the ambient corona. Upon cascading to smaller scales (comparable to the gyro-radii of background particles) at some distance from the reconnection site, turbulence can accelerate the particles and heat the plasma (Hamilton & Petrosian 1992;Miller et al 1996;Chandran 2003;Petrosian et al 2006;Jiang et al 2009;Fleishman & Toptygin 2013). Additional contribution to particle acceleration and/or heating can come from fast-mode shocks in the outflow regions (Forbes & Priest 1983;Tsuneta & Naito 1998;Guo & Giacalone 2012;Nishizuka & Shibata 2013), gas dynamic shocks within contracting flux tubes (Longcope et al 2009), and the first-order Fermi and betatron mechanisms within the collapsing traps formed by contracting loops (Somov & Kosugi 1997;Karlický & Kosugi 2004;Karlický 2006;Grady et al 2012).…”
Section: Proposed Physical Picturementioning
confidence: 99%
“…Turbulence or plasma waves, for example, can be generated by the interaction of the high speed flows with the ambient corona. Upon cascading to smaller scales (comparable to the gyro-radii of background particles) at some distance from the reconnection site, turbulence can accelerate the particles and heat the plasma (Hamilton & Petrosian 1992;Miller et al 1996;Chandran 2003;Petrosian et al 2006;Jiang et al 2009;Fleishman & Toptygin 2013). Additional contribution to particle acceleration and/or heating can come from fast-mode shocks in the outflow regions (Forbes & Priest 1983;Tsuneta & Naito 1998;Guo & Giacalone 2012;Nishizuka & Shibata 2013), gas dynamic shocks within contracting flux tubes (Longcope et al 2009), and the first-order Fermi and betatron mechanisms within the collapsing traps formed by contracting loops (Somov & Kosugi 1997;Karlický & Kosugi 2004;Karlický 2006;Grady et al 2012).…”
Section: Proposed Physical Picturementioning
confidence: 99%
“…If the projection of the magnetic field vector on the line of sight is positive, then the right and left elliptically polarized components correspond to the X and O modes, respectively; otherwise (if the projection is negative), the correspondence is opposite. Note, that even though the emission escaping the data cube is elliptically (not circularly) polarized in a general case, it is implicitly assumed that it then propagates through a coronal plasma with declining values of both electron density and the magnetic field and so the polarization ellipse evolves toward circularity due to the effect of limiting polarization (see, e.g., Zheleznyakov 1997;Fleishman & Toptygin 2013); thus, the emission arriving at the observer is adopted as purely circularly polarized.…”
Section: Radio Emissionmentioning
confidence: 99%
“…To perform the sequential spectral fit (Bastian et al 2007;Fleishman et al 2009Fleishman et al , 2013Gary et al 2013) we apply a homogeneous source model with constant depth 20 ′′ and area 1600 ′′2 and three unknown free parameters B(t), T (t), and n th (t), the magnetic field, plasma temperature, and density respectively. Selection of the objective function to be forward fit requires some further discussion in this case.…”
Section: Fit To Maxwellian Plasmamentioning
confidence: 99%
“…The radiative cooling time (e.g., Aschwanden 2005) for such a hot plasma (T ∼ 40 MK) is much longer than the observed one, τ ∼ 30 s; thus the conductive cooling is likely to dominate. The conductive cooling time, τ cond ≈ L 2 ρc p /(κ S T 5/2 ) (Eq (4.3.10) in Aschwanden 2005), where L is the loop length, ρ = n e m p is the plasma mass density, for the fully ionized hydrogen ideal gas c p ρ = 5k B n e , where c p = 2γk B /[(γ − 1)m p ] erg/(g·K) is the spe-cific heat, γ = 5/3, and κ S ≈ 9.2 · 10 −7 erg cm −1 s −1 K −7/2 is the Spitzer conductivity coefficient (see, e.g., Aschwanden 2005;Fleishman & Toptygin 2013). Solving for T and substituting known constants, we find T ≃ 3.82 · 10 7 [K] L 6 · 10 9 cm 4/5 n e 10 10 cm −3 2/5 30 s τ…”
Section: A Consistency Checkmentioning
confidence: 99%