2018
DOI: 10.1051/0004-6361/201730708
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Spatially inhomogeneous acceleration of electrons in solar flares

Abstract: The imaging spectroscopy capabilities of the Reuven Ramaty high energy solar spectroscopic imager (RHESSI) enable the examination of the accelerated electron distribution throughout a solar flare region. In particular, it has been revealed that the energisation of these particles takes place over a region of finite size, sometimes resolved by RHESSI observations. In this paper, we present, for the first time, a spatially distributed acceleration model and investigate the role of inhomogeneous acceleration on t… Show more

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Cited by 7 publications
(9 citation statements)
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“…Here, the particles experience a fluctuating energy increase owing to the higher likelihood of (accelerating) head-on collisions compared to (decelerating) rear-end collisions. This kind of stochastic acceleration is, like direct acceleration, typically predicted to produce a power-law energy distribution for the accelerated particles, both in models based on the Fokker-Planck formalism (Miller et al 1996;Stackhouse & Kontar 2018) and in test particle simulations (Dmitruk et al 2003;Onofri et al 2006).…”
Section: Initial Particle Distributionsmentioning
confidence: 98%
“…Here, the particles experience a fluctuating energy increase owing to the higher likelihood of (accelerating) head-on collisions compared to (decelerating) rear-end collisions. This kind of stochastic acceleration is, like direct acceleration, typically predicted to produce a power-law energy distribution for the accelerated particles, both in models based on the Fokker-Planck formalism (Miller et al 1996;Stackhouse & Kontar 2018) and in test particle simulations (Dmitruk et al 2003;Onofri et al 2006).…”
Section: Initial Particle Distributionsmentioning
confidence: 98%
“…In Stackhouse & Kontar (2018), electrons are accelerated over an extended acceleration region using a spatially dependent diffusion coefficient, where the spatial distribution is given as an exponential function. In order to explore different acceleration regions, we adapt the acceleration diffusion coefficient in Stackhouse & Kontar (2018) to allow us to choose various spatial distributions. Thus, in this paper, the acceleration diffusion coefficient D(v, z) is given by:…”
Section: Turbulent Acceleration Scattering and Timescalesmentioning
confidence: 99%
“…The insightful introduction of a spatially dependent turbulent acceleration diffusion coefficient in Stackhouse & Kontar (2018) shows the importance of accounting for a spatial variation in turbulence, producing a softer spectrum than the spatially averaged description of electron acceleration and transport given in the leaky box model (Chen & Petrosian 2013). Following the observational results of Stores et al (2021) and the preliminary work of Stackhouse & Kontar (2018), we perform a detailed parameter study examining how the presence and varying properties of a spatially extended turbulent region in the corona changes the spectral and spatial (imaging) properties of observed flare-accelerated electrons deduced from X-ray spectroscopy and imaging. Section 2 provides an overview of the electron acceleration and transport model, Section 3 discusses the main results, and Section 4 summarizes the study and its application to HXR data.…”
Section: Introductionmentioning
confidence: 99%
“…It is interesting to note that the fall in non-thermal velocity (turbulence) is approximately linear along the blue line connecting the loop apex and loop leg at times corresponding to the peak in HXRs and after (and approximately linear along the yellow radial line connecting the different loop tops). In recent modeling studying the effects of an extended spatial distribution of turbulence on electron acceleration e.g., Stackhouse & Kontar (2018), the turbulent acceleration diffusion coefficient is modeled as a decreasing exponential in space (along the coronal loop) since the form of the spatial distribution of turbulence accelerating electrons in the flare is usually unknown. However, although the exact relationship between the diffusion coefficient and the macroscopic velocity v nth is not entirely clear, we can see that the decrease in v nth in space along the loop is much slower than exponential, suggesting that the turbulence may influence the acceleration or transport of electrons over a larger spatial extent than modeled to date.…”
Section: Spatial Changes In V Nthmentioning
confidence: 99%