论文标题

NLFFF优化重建的有效性

Validity of NLFFF Optimization Reconstruction

论文作者

Rudenko, G. V., Dmitrienko, I. S.

论文摘要

我们评估了使用优化类(OPTI)代码进行的NLFFF外推的有效性。同时解释了由于气压平衡在光晶高度和与优化和BVP(边界值问题)相关的数学方面在压力平衡中的重要作用而引起的,但我们证明从OPTI结果中获得了非透明素分量(后处理)。从本质上讲,后处理将整个非固液部分转换为螺旋螺旋力部分,这可能反映了磁场与光球和太阳能电晕上无力的pproximation的事实偏差。本文已经分析了两种形式的后处理。验证i消除了非螺状分量,而没有在测量水平下改变横向场,而后处理II使场正常分量保持不变。在AR 11158的活动区域进行外推,后处理以及对度量和能量特性的比较,用于其进化的一小部分,其中包含2月的X级耀斑。我们的Opti代码版本表明,自由能在1小时内降低了$ \ sim 10^{32} $在1小时内,这对应于1小时内,这对应于flare flare-coa flare-coapa的估计。这个结果与Sun等人的一个显着不同。 (2012年)。因此,我们还评论了我们的OPTI代码实施的某些功能,这可能会在我们的结果与使用Wiegelmann(2004)在Sun等人中使用的Opti代码获得的结果之间存在显着差异。 (2012年)。

We evaluate validity of NLFFF extrapolation performed with Optimization class (OPTI) codes. While explaining inevitable for OPTI partial non-solenoidality caused by the gas pressure notable role in pressure balance at photospheric heights and by mathematical aspects related to optimization and BVP (boundary value problem), we justify elimination of the non-solenoidal component (postprocessing) from the OPTI result obtained. In essence, postprocessing converts the entire non-solenoidal part into a solenoidal force part, which possibly reflects factual deviation of magnetic field from its force-free pproximation on the photosphere and in the solar corona. Two forms of postprocessing have been analyzed in this paper.Postprocessing I eliminates the non-solenoidal component without changing transverse field at the measurement level, and Postprocessing II leaves the field normal component unchanged. Extrapolation, postprocessing, and then comparison of metric and energy characteristics are performed over AR 11158 active region for a small fragment of its evolution containing the February X-class flare.Our version of OPTI code showed that free energy decreased by $\sim 10^{32}$ erg within 1 hour, which corresponds to theoretical estimations of the flare-caused magnetic energy loss. This result differs significantly from the one in Sun et al. (2012).Therefore, we also comment on some features of our OPTI code implementation, which may cause significant differences between our results and those obtained using the Wiegelmann (2004) version of OPTI code in study by Sun et al. (2012).

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