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arXiv 1011.4585astro-ph.COhep-ph
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与标量相互作用引起的中微子系统的不稳定性

Instabilities in neutrino systems induced by interactions with scalars

R. F. Sawyer

摘要:

如果有小质量或中等质量的标量粒子与狄拉克中微子以极微弱的方式耦合,那么足够数量密度的中微子-反中微子云可以经历螺旋度突然逆转的不稳定性。预测的集体演化比横截面计算快许多数量级。这种不稳定性类似于“味道角”不稳定性(由Z交换力实现),这种不稳定性可能会在超新星产生的中微子之间驱动非常快速的味道交换。除了标量耦合之外,这些交换确实需要一个微小的种子,但是过渡时间与种子强度的对数的负值成正比,因此这个参数的大小相对来说并不重要。为了我们的实际估计,我们使用轻子的微小不守恒;另一种可能是在小磁场中的中微子磁矩。讨论了量子涨落作为种子的可能性。在标量场的耦合常数上设置限制的模式下,对于最小耦合方案,与所有三个$ν$的独立耦合,我们找到了$G<10^{-10}$的中微子味独立耦合的无量纲耦合常数的粗略限制,以避免早期宇宙中轻中微子的有效数量基本上为6。另一方面,如果我们希望对模型进行微调,使有效中微子数有一个更适度的过剩(超过3),根据最近的WMAP分析,这可能是需要的,那么很容易做到。\pacs{13.15.+g}

英文摘要:

If there are scalar particles of small or moderate mass coupled very weakly to Dirac neutrinos, in a minimal way, then neutrino-anti-neutrino clouds of sufficient number density can experience an instability in which helicities are suddenly reversed. The predicted collective evolution is many orders of magnitude faster than given by cross-section calculations. The instabilities are the analogue of the ``flavor-angle" instabilities (enabled by the Z exchange force) that may drive very rapid flavor exchange among the neutrinos that emerge from a supernova. These exchanges do require a tiny seed in addition to the scalar couplings, but the transition time is proportional to the negative of the logarithm of the seed strength, so that the size of this parameter is comparatively unimportant. For our actual estimates we use a tiny non-conservation of leptons; an alternative would be a neutrino magnetic moment in a small magnetic field. The possibility of a quantum fluctuation as a seed is also discussed. Operating in the mode of putting limits on the coupling constant of the scalar field, for the most minimal coupling scheme, with independent couplings to all three $ν$, we find a rough limit on the dimensionless coupling constant for a neutrino-flavor independent coupling of $G<10^{-10}$, to avoid the effective number of light neutrinos in the early universe being essentially six. If, on the other hand, we wish to fine-tune the model to give a more modest excess (over three) in the effective neutrino number, as may be needed according to recent WMAP analyses, it is easy to do so. \pacs{13.15.+g}

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