ELECTRON HEAT CONDUCTION IN THE SOLAR WIND: TRANSITION FROM SPITZER-HARM TO THE COLLISIONLESS LIMIT

ELECTRON HEAT CONDUCTION IN THE SOLAR WIND: TRANSITION FROM SPITZER-HARM TO THE COLLISIONLESS LIMIT
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DOI:
10.1088/2041-8205/769/2/l22
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发表时间:
2013-06-01
影响因子:
7.9
通讯作者:
Quataert, E.
Quataert, E.
中科院分区:
物理与天体物理2区
文献类型:
--
作者:
Bale, S. D.;Pulupa, M.;Quataert, E.

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我们使用一组具有统计意义的测量结果表明,在温度梯度尺度大于几个平均自由程L-T大于或接近3.5 λ (fp)的情况下,1 AU处太阳风中的场向电子热流通量q(平行于)与斯皮itzer- harm碰撞热流通量q(sh)是一致的。这代表了大约65%的测量数据,主要对应于高β,弱碰撞等离子体(“慢太阳风”)。在更无碰撞的λ (fp)/L-T大于或接近0.28时,电子热流被限制在q(平行于)/q(0)近似于0.3,与平均自由程无关,其中q(0)为“自由流”值;测量的q(平行于)没有达到完整的q(0)。这种约束q(平行于)/q(0)类似于0.3,可能归因于波粒相互作用、行星际电势的影响或固有的通量限制。我们还证明了β (e)对这些结果的依赖关系与局部径向电子温度分布T-e相一致,这与热电子的函数r(- α)相似,即β α = α (β (e)),并且无碰撞调节约束的β依赖关系与哨声热流不稳定性并不明显一致。可能观测到的热通量的饱和只是碰撞输运的一个特征。我们在更广泛的天体物理学背景下讨论这些结果。
We use a statistically significant set of measurements to show that the field-aligned electron heat flux q(parallel to) in the solar wind at 1 AU is consistent with the Spitzer-Harm collisional heat flux q(sh) for temperature gradient scales larger than a few mean free paths L-T greater than or similar to 3.5 lambda(fp). This represents about 65% of the measured data and corresponds primarily to high beta, weakly collisional plasma ("slow solar wind"). In the more collisionless regime lambda(fp)/L-T greater than or similar to 0.28, the electron heat flux is limited to q(parallel to)/q(0) similar to 0.3, independent of mean free path, where q(0) is the "free-streaming" value; the measured q(parallel to) does not achieve the full q(0). This constraint q(parallel to)/q(0) similar to 0.3 might be attributed to wave-particle interactions, effects of an interplanetary electric potential, or inherent flux limitation. We also show a beta(e) dependence to these results that is consistent with a local radial electron temperature profile T-e similar to r(-alpha) that is a function of the thermal electron beta alpha = alpha(beta(e)) and that the beta dependence of the collisionless regulation constraint is not obviously consistent with a whistler heat flux instability. It may be that the observed saturation of the measured heat flux is a simply a feature of collisional transport. We discuss the results in a broader astrophysical context.