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Coronal Loops Heated by Magnetohydrodynamic Turbulence. I. A Model of Isobaric Quiet-Sun Loops with Constant Cross Sections

机译:磁流体动力湍流加热的冕环。一,等截面的等压静太阳环模型

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Several recent papers have presented new observational results indicating that many coronal loops in active regions are nearly isothermal. It is expected that quiet-Sun loops may have similar thermal structures, since quiet-Sun differential emission measures look similar to those in active regions. In the quiet Sun, it is well known from observations that the nonthermal velocity inferred from the excess broadening of a line over thermal broadening reaches a peak of about 30 km s-1 around 3 × 105 K and then decreases with temperature, having a value of about 20 km s-1 at 1 × 106 K. In the present work, we make the assumption that the observed nonthermal velocities are a manifestation of magnetohydrodynamic (MHD) turbulence and present a model of static, isobaric coronal loops heated by turbulence. Instead of solving the MHD equations, we adopt simple energy spectra in MHD turbulence and infer the heating rate as a function of temperature from the observed nonthermal velocities. By solving the steady state energy equation of a loop in which temperature monotonically increases with height, we obtain the following results: (1) The heating rate is predominantly near the footpoints and decreases with the loop arc length. (2) There is a critical temperature above which the loop cannot be maintained in a steady state. (3) The loop is denser and is more isothermal than uniformly heated loops, being compatible with recent observations. (4) The theoretical differential emission measures are in good agreement with the empirical values at temperatures above 105 K. Below this temperature, we still have a large discrepancy. (5) It is possible to explain the observed strong correlation between intensity and nonthermal velocity of a spectral line in the quiet Sun. Our results support the idea that quasi-statically driven MHD turbulence of the direct current (DC) type in the stratified medium (transition region and corona) is a viable mechanism for coronal heating.
机译:最近的几篇论文提出了新的观测结果,表明活动区域中的许多冕环几乎是等温的。可以预期,Sunset-Sun回路可能具有类似的热结构,因为Sunset-Sun差分发射措施看起来与活动区域中的类似。在安静的太阳下,从观察到的众所周知,从线的过度拓宽到热拓宽推断出的非热速度在3×105 K附近达到约30 km s-1的峰值,然后随温度降低,具有在1×106 K时约为20 km s-1。在本工作中,我们假设观测到的非热速度是磁流体动力学(MHD)湍流的表现,并提出了由湍流加热的静态等压日冕环模型。代替求解MHD方程,我们在MHD湍流中采用简单的能谱,并从观测到的非热速度推断出加热速率随温度的变化。通过求解温度随高度单调增加的环路的稳态能量方程,我们得到以下结果:(1)加热速率主要位于脚点附近,并随环路弧长的增加而降低。 (2)存在一个临界温度,在该临界温度以上,环路无法保持稳定状态。 (3)该回路比均匀加热的回路更致密,更均匀,与最近的观察结果一致。 (4)在105 K以上的温度下,理论差分排放量与经验值非常吻合。在此温度以下,我们仍然存在较大差异。 (5)可以解释观测到的强度与安静太阳光谱线的非热速度之间的强相关性。我们的研究结果支持这样的想法,即分层介质(过渡区域和电晕)中的直流(DC)型准静态驱动MHD湍流是日冕加热的可行机制。

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