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arXiv 2504.17841hep-phastro-ph.CO
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气泡壁速度的判别能力:引力波与电弱重子生成

The Discriminant Power of Bubble Wall Velocities: Gravitational Waves and Electroweak Baryogenesis

Marcela Carena, Aurora Ireland, Tong Ou, Isaac R. Wang

AI总结:

本文提出基于熵守恒的高效算法计算电弱相变气泡壁速度,揭示其与相变强度参数的相关性及模型相关上限,为利用未来引力波信号检验电弱重子生成模型提供框架。

摘要:

精确确定气泡壁速度 $v_w$ 对于在电弱重子生成(EWBG)模型中准确预测重子不对称性和引力波(GW)信号至关重要。在局域热平衡近似下,我们利用熵守恒提出了计算 $v_w$ 的高效算法,显著简化了计算过程。随后,我们探究了 $v_w$ 的参数依赖性,重点关注两个能够实现强一阶电弱相变的示例模型:标准模型的 $\mathbb{Z}_2$ 对称单重态扩展,以及一个在暗区具有 CP 破坏的重子生成模型。我们研究了 $v_w$ 与相变强度的两个常用度量 $α_n$ 和 $v_n/T_n$ 之间的相关性。有趣的是,我们发现 $v_n/T_n$ 与 $α_n$ 之间存在一种相对模型无关的关系。我们还观察到,对于与 EWBG 自然相容的爆燃/混合壁轮廓,$α_n$ 存在一个上限,其具体数值因模型而异,这显著影响引力波信号的强度。总之,我们的工作为结合未来引力波信号探索 EWBG 模型的可行性提供了一个框架。

英文摘要:

A precise determination of the bubble wall velocity $v_w$ is crucial for making accurate predictions of the baryon asymmetry and gravitational wave (GW) signals in models of electroweak baryogenesis (EWBG). Working in the local thermal equilibrium approximation, we exploit entropy conservation to present efficient algorithms for computing $v_w$, significantly streamlining the calculation. We then explore the parameter dependencies of $v_w$, focusing on two sample models capable of enabling a strong first-order electroweak phase transition: a $\mathbb{Z}_2$-symmetric singlet extension of the SM, and a model for baryogenesis with CP violation in the dark sector. We study correlations among $v_w$ and the two common measures of phase transition strength, $α_n$ and $v_n/T_n$. Interestingly, we find a relatively model-insensitive relationship between $v_n/T_n$ and $α_n$. We also observe an upper bound on $α_n$ for the deflagration/hybrid wall profiles naturally compatible with EWBG, the exact value for which varies between models, significantly impacting the strength of the GW signals. In summary, our work provides a framework for exploring the feasibility of EWBG models in light of future GW signals.

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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