快速风味不稳定性和寻找中微子角交叉

Lucas Johns, H. Nagakura
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引用次数: 20

摘要

由于认识到快速风味不稳定性可能影响超新星和中子星合并中微子,使用模拟数据确定不稳定性发生的时间和地点已成为重中之重。这项努力面临着一个有趣的问题。快速不稳定性与中微子角交叉有关,但模拟通常采用矩方法,牺牲动量空间角分辨率,以便在其他地方分配资源。怎样才能最有效地利用有限的角度信息?这里的主要目的是使这个问题更加尖锐,并检查一些可用的答案。研究了最近提出的一种寻找角交叉的方法,强调了矩闭包的局限性,并比较了仅从通量因子(分别基于最大熵和锐解耦假设)重建角分布的两种方法。在(半)透明区域,标准闭包处方可能会遗漏一些本应存在的交叉点,并引入其他不应该存在的交叉点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fast flavor instabilities and the search for neutrino angular crossings
With the recognition that fast flavor instabilities likely affect supernova and neutron-star-merger neutrinos, using simulation data to pin down when and where the instabilities occur has become a high priority. The effort faces an interesting problem. Fast instabilities are related to neutrino angular crossings, but simulations often employ moment methods, sacrificing momentum-space angular resolution in order to allocate resources elsewhere. How can limited angular information be used most productively? The main aims here are to sharpen this question and examine some of the available answers. A recently proposed method of searching for angular crossings is scrutinized, the limitations of moment closures are highlighted, and two ways of reconstructing angular distributions solely from the flux factors (based respectively on maximum-entropy and sharp-decoupling assumptions) are compared. In (semi)transparent regions, the standard closure prescriptions likely miss some crossings that should be there and introduce others that should not.
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