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arXiv 2402.04741hep-phastro-ph.HE
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考虑散射效应的快中微子味转换的系统性局部模拟

Systematic local simulations of fast neutrino flavor conversions with scattering effects

Milad Delfan Azari, Hirokazu Sasaki, Tomoya Takiwaki, Hirotada Okawa

AI总结:

本研究基于玻尔兹曼-中微子辐射流体力学模拟快照,系统模拟了1D和0D模型中的快中微子味转换,发现1D模型增长率更高且不受动量空间显著影响,而无碰撞0D模型受动量空间影响,并证实碰撞不稳定性会在1D模型渐近状态后引发长期味转换。

摘要:

我们研究了一维(1D)和零维(0D)模型中快中微子味转换(FFCs)的动力学,这两个模型分别考虑和忽略了空间平流。在本研究中,我们采用了由我们自洽且真实的玻尔兹曼-中微子辐射流体力学模拟获得的快照。结果表明,正如先前线性分析结果所预期的那样,1D模型中的FFC增长率比0D模型大得多。我们发现,在1D模型中,动量空间维度对中微子跃迁概率没有显著影响。另一方面,在无碰撞的0D模型中,FFC依赖于动量空间,且方位角依赖性破坏了FFC的周期性。我们的研究表明,在1D模型中,当FFC达到渐近状态后,碰撞不稳定性可以在长时间尺度上导致进一步的味转换。当快和碰撞味不稳定性共存时,应考虑这种效应。

英文摘要:

We investigate the dynamics of fast neutrino flavor conversions (FFCs) in the one-dimensional (1D) and zero-dimensional (0D) models, in which spatial advection is considered and ignored, respectively. In this study, we employ snapshots obtained by our self-consistent, realistic Boltzmann-neutrino-radiation-hydrodynamics simulations. We show that the FFC growth rate is considerably larger in the 1D model than in the 0D model, as expected from the previous linear analysis results. We find that the momentum space dimension does not significantly influence the neutrino transition probability in 1D models. On the other hand, in the 0D model without collisions, the FFC depends on the momentum space, and the azimuthal angle dependence breaks the periodicity of the FFC. Our study demonstrates that collisional instability can lead to further flavor conversions on a long time scale in 1D models after the asymptotic state of FFC has been reached. Such an effect should be taken into consideration when the fast and collisional flavor instabilities coexist.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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