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$U(1)_X$SSM 中的 $B^{0}-\ar{B^{0}}$ 混合

$B^{0}-\bar{B^{0}}$ mixing in the $U(1)_X$SSM

Xing-Yu Han, Shu-Min Zhao, Xi Wang, Yi-Tong Wang, Tong-Tong Wang, Xin-Xin Long, Xing-Xing Dong, Tai-Fu Feng

AI总结:

该研究在 $U(1)_X$SSM 框架下利用有效哈密顿量分析 $B^{0}-\ar{B^{0}}$ 混合,计算 Wilson 系数与质量差,并识别出九个敏感参数,为未来实验约束模型参数空间提供依据。

摘要:

$U(1)_X$SSM 是最小超对称标准模型(MSSM)的一种非普适阿贝尔扩展,其局域规范群被扩展为 $SU(3)_C\ imes SU(2)_L \ imes U(1)_Y\ imes U(1)_X$。基于中性介子混合的最新数据和实验限制,我们研究了 $U(1)_X$SSM 中的 $B^{0}-\ar{B^{0}}$ 混合过程。采用有效哈密顿量方法,推导了 Wilson 系数和质量差 $\ riangle m_{B}$。丰富的数值结果证实,$~v_S$、$~M^2_D$、$~λ_C$、$~μ$、$~M_2$、$\ anβ$、$~g_{YX}$、$~M_1$ 和 $~λ_H$ 是对 $B^{0}-\ar{B^{0}}$ 混合过程敏感的参数。随着实验的进一步测量,$U(1)_X$SSM 在 $B^{0}-\ar{B^{0}}$ 混合过程中的参数空间将受到进一步约束。

英文摘要:

$U(1)_X$SSM is a non-universal Abelian extension of the Minimal Supersymmetric Standard Model (MSSM) and its local gauge group is extended to $SU(3)_C\times SU(2)_L \times U(1)_Y\times U(1)_X$. Based on the latest data of neutral meson mixing and experimental limitations, we investigate the process of $B^{0}-\bar{B^{0}}$ mixing in $U(1)_X$SSM. Using the effective Hamiltonian method, the Wilson coefficients and mass difference $\triangle m_{B}$ are derived. The abundant numerical results verify that $~v_S,~M^2_D,~λ_C,~μ,~M_2,~\tanβ,~g_{YX},~M_1$ and $~λ_H$ are sensitive parameters to the process of $B^{0}-\bar{B^{0}}$ mixing. With further measurement in the experiment, the parameter space of the $U(1)_X$SSM will be further constrained during the mixing process of $B^{0}-\bar{B^{0}}$.

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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