合并星系团中的一对巨大的激波(n波)

Congyao Zhang, E. Churazov, I. Zhuravleva
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引用次数: 6

摘要

当一个子星系团与一个更大的星系团合并时,一个弓形激波被驱动在子星系团的前面。在后来的合并阶段,弓形激波从子星团中分离出来,成为一个“失控”的激波,沿着陡峭的密度梯度沿星团外围传播,并大致保持其强度和马赫数。这样的冲击是在星系团外围产生无线电遗迹的合理候选者。我们认为,在同一合并阶段,次级激波在离主星团中心更近的地方形成。在通常的流体力学中,这种结构的一个近似的模拟被称为N波,其中“N”的尾部部分是激波非线性演化的结果。在集群融合过程中,球形几何和分层可以进一步促进集群的发展。主要冲击和次要冲击都是单一合并事件的自然结果,通常这对冲击的两个组成部分都应该出现。然而,在无线电波段,前导激波可能更突出,而尾激波可能相反更容易在x射线中看到。后一种观点意味着,对于x射线数据中发现的一些(尾随的)激波,可能很难识别它们的“伙伴”先导激波或合并的子星团,它们离星团中心更远。我们认为后发星系团和A2744可能是合并后状态的两个例子,它们具有这种分离良好的激波对。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pairs of giant shock waves (N-waves) in merging galaxy clusters
When a subcluster merges with a larger galaxy cluster, a bow shock is driven ahead of the subcluster. At a later merger stage, this bow shock separates from the subcluster, becoming a "runaway" shock that propagates down the steep density gradient through the cluster outskirts and approximately maintains its strength and the Mach number. Such shocks are plausible candidates for producing radio relics in the periphery of clusters. We argue that, during the same merger stage, a secondary shock is formed much closer to the main cluster center. A close analog of this structure is known in the usual hydrodynamics as N-waves, where the trailing part of the "N" is the result of the non-linear evolution of a shock. In merging clusters, spherical geometry and stratification could further promote its development. Both the primary and the secondary shocks are the natural outcome of a single merger event and often both components of the pair should be present. However, in the radio band, the leading shock could be more prominent, while the trailing shock might conversely be more easily seen in X-rays. The latter argument implies that for some of the (trailing) shocks found in X-ray data, it might be difficult to identify their "partner" leading shocks or the merging subclusters, which are farther away from the cluster center. We argue that the Coma cluster and A2744 could be two examples in a post-merger state with such well-separated shock pairs.
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