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Multi-Line Determination of the Turbulent Magnetic Field from the Second Solar Spectrum of MgH

机译:MGH第二太阳光谱湍流磁场的多线测定

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This paper presents an analysis of the Q1 , 2(6-12) lines of the Q band of the A~(-2E+20,0) tXransiItion o~f MIgH, whose linear polarization was measured with THEMIS, on November 21, 2004, in a quiet region of the Sun (North pole), 4" inside the solar limb. This analysis is performed as follows: a) The Hanle effect parameter, FH, is derived by applying the differential Hanle effect method between the two extreme pairs of lines. Assuming no depolarizing collisions, a magnetic field strength follows, which is found to be 9.2 G, in agreement with previous observations of the same kind. h) This F H parameter is entered in a code solving the non-LTE polarized radiative transfer equations, and the other depolarizing parameter, namely the depolarizing collision rate, is then derived by adjusting the computed polarization to the observed one. Thus an average value of the rate per colliding hydrogen atom a~ x1( .1220~0)( sc-3~m9(-1)~ )is obtained for the uper levels of 12 lines (with a standardeviation of 0.21 x 10~(Tc-s-)3he comr9re~s1pond.in)g~( model-dependent depolarizing rate is D12) = (4.2±0.7) x 10~s1a7h2~()t- 00 km. c) This depolarizing rate is now introduced in the conversion of the FH parameter in terms of magnetic field strength: an average turbulent field strength of 29 ± 12 G is derived as the final value, at a height h = 200 ± 80 km where the polarization is formed. The Honl-London factors of the lines under interest have been recalculated, leading to detect an error of a factor 2 in the recent literature. The derived value B = 29 + 12 G at h = 200 ± 80 km is in fairly good agreement with previous determinations based on the interpretation of the Sr I 4607 A limb polarization, which has led to fields in the range 35-60G. Given the error bars, it seems unnecessary to put forward different formation regions for the Sr I and MgH lines. This work has been presented in detail by Bommier et al. (2006), under the title "Collisional influence on the differential Hanle effect method applied to the second solar spectrum of the A~(HE+20,0) b-an-d oXf~.
机译:本文提出了A〜(-2E + 20,0,0,0,0,0,0)Q频带的Q1,2(6-12)线的分析,其线性极化在11月21日使用主题测量, 2004年,在太阳(北极)的安静区域,4“在太阳肢体内部。该分析如下进行:a)通过在两个极端之间应用差分Hanle效应方法来源的Hanle效果参数FH一对线。假设没有去极化碰撞,磁场强度随之而来,该磁场强度被发现为9.2克,同时与先前的相同类型的观察结果一致.H)该FH参数在求解非LTE极化辐射的代码中输入了该FH参数通过将计算的偏振调整到观察到的一个,转移方程和其他去极化参数,即去极化碰撞率。因此,每个碰撞氢原子A〜x1(.1220〜0)的平均值的平均值(.1220〜0)(sc获得12条线的Umin水平的-3〜M9(-1)〜)(具有标准Seviation 0.21×10〜(TC-S-)3HE COMR9RE〜S1POND.IN)G〜(依赖模型的去极化速率为D12)=(4.2±0.7)×10〜S1A7H2〜()T-00 km。 c)在磁场强度方面,现在在FH参数的转换中引入了这种去极化速率:29±12g的平均湍流场强度是最终值,高度H = 200±80 km形成极化。荣誉伦敦的荣誉伦敦因利息的伦敦因素被重新计算,导致近期文献中的因素2的错误。在H = 200±80km处的衍生值B = 29 + 12g与先前的确定基于SR I 4607 A肢体极化的解释相当良好的协议,这导致了35-60g范围内的场。鉴于错误栏,似乎不必为SR I和MGH线提出不同的形成区域。 Bommier等人已经详细介绍了这项工作。 (2006),下标题“对差分Hanle效应方法的碰撞影响,应用于A〜(He + 20,0)B-An-D Oxf〜。

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