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arXiv 0905.1952astro-ph.GA
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X射线能解决光致电离星云的丰度差异问题吗?

Can X-rays provide a solution to the abundance discrepancy problem in photoionised nebulae?

Barbara Ercolano

摘要:

我们重新审视通过分析复合线(RL)和碰撞激发线(CEL)确定的离子丰度之间的众所周知的差异。我们表明,丰度的变化可以模仿{ \it化学均匀}介质中存在的密集的X射线照射区域,呈现不同的电离和温度结构,从那些更扩散的介质,他们被嵌入其中,这主要是电离的极紫外辐射。X射线电离的致密团块或细丝的存在也自然地解释了当与由CEL确定的温度相比时,通常从O { \sc ii}重组线和从巴耳末跳跃测量的较低温度。我们讨论了通过分析CELs和RL确定的丰度的影响,并提供了一个简单的分析程序,以获得向上校正CEL确定的丰度。虽然我们表明,从猎户座星云的观测确定的丰度差异因子(ADF)和巴尔末跳跃温度可以同时复制这个模型(这意味着向上校正CELs的因子为1.15),我们发现,所需的X射线通量超过已知的猎户座的恒星和弥漫的X射线预算,如果我们假设团块位于边缘的水泡。然而,我们建议,空间分辨的观测可以用来经验性地测试模型,我们概述了如何在这封信中开发的框架可能会被应用在未来的对象具有更好的约束几何形状(如行星状星云)。

英文摘要:

We re-examine the well-known discrepancy between ionic abundances determined via the analysis of recombination lines (RLs) and collisionally excited lines (CELs). We show that abundance variations can be mimicked in a {\it chemically homogeneous} medium by the presence of dense X-ray irradiated regions which present different ionisation and temperature structures from those of the more diffuse medium they are embedded in, which is predominantly ionised by extreme-ultraviolet radiation. The presence of X-ray ionised dense clumps or filaments also naturally explains the lower temperatures often measured from O {\sc ii} recombination lines and from the Balmer jump when compared to temperatures determined by CELs. We discuss the implications for abundances determined via the analysis of CELs and RLs and provide a simple analytical procedure to obtain upwards corrections for CEL-determined abundance. While we show that the abundance discrepancy factor (ADF) and the Balmer Jump temperature determined from observations of the Orion Nebula can simultaneously be reproduced by this model (implying upward corrections for CELs by a factor of 1.15), we find that the required X-ray fluxes exceed the known Orion's stellar and diffuse X-ray budget, if we assume that the clumps are located at the edge of the blister. We propose, however, that spatially resolved observations may be used to empirically test the model, and we outline how the framework developed in this letter may be applied in the future to objects with better constrained geometries (e.g. planetary nebulae).

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