论文标题
higgs玻色子衰减$ h \ rightarrowzγ$和$ h \ rightarrow m_v z $ in $ u（1）_x $ ssm
Higgs boson decays $h\rightarrow Z γ$ and $h\rightarrow m_V Z$ in the $U(1)_X$SSM
论文作者
论文摘要
我们对Higgs Boson衰变进行了详细分析，$ h \ rightarrowzγ$和$ h \ rightarrow m_v z $在$ u（1）_x $ ssm中，带有$ m_v $表示介子（$ω，ρ，ϕ，ϕ，j/j/j/n $）。使用有效的拉格朗日方法，我们计算有效常数$ c_ {γz} $（cp-even）和$ \ tilde {c} _ {γz} $（cp-odd），用于顶点$hγZ$，这些新粒子循环图被纠正。从数值上讲，比率$γ_{u（1）_x}（h \ rightarrowzγ）/γ_{sm}（h \ rightarrowzγ）$在$ 1.02-1.35 $之间。对于矢量中$ω，ρ，ϕ $和$ j/ψ$，比率$γ_{u（1）_x}（h \ rightarrow m_v z）/γ_{sm}（h \ rightarrow m_v z）$主要分布在（$ 1.011-1-1.45 $）的范围内。当$ m_v $代表$υ$时，比率$γ_{u（1）_x}的较大值（H \rightArrowυz）/γ_{sm}（h \ rightArrow歌υz）$主要位于（$ 1.002-1.30 $）的范围内。这项工作可以为可以在LHC中搜索的特定类型的衰减过程提供参考。
We present a detailed analysis of the Higgs boson decays $h\rightarrow Z γ$ and $h\rightarrow m_V Z$ in the $U(1)_X$SSM, with $m_V$ denoting the meson ($ω,ρ,ϕ,J/ψ,Υ$). Using the effective Lagrangian method, we calculate the effective constants $C_{γZ}$ (CP-even) and $\tilde{C}_{γZ}$ (CP-odd) for the vertex $h γZ$, which are corrected by the new particle loop diagrams. Numerically, the ratio $Γ_{U(1)_X}(h\rightarrow Z γ)/Γ_{SM}(h\rightarrow Z γ)$ is between $1.02-1.35$. For the vector mesons $ω,ρ,ϕ$ and $J/ψ$, the ratios $Γ_{U(1)_X}(h\rightarrow m_V Z )/Γ_{SM}(h\rightarrow m_V Z)$ are mainly distributed in the range of ($1.01-1.45$). When $m_V$ represents $Υ$, the larger value of the ratio $Γ_{U(1)_X}(h\rightarrow ΥZ )/Γ_{SM}(h\rightarrow ΥZ)$ is mostly located in the range of ($1.002-1.30$). This work can provide a reference for specific types of decay processes which can be searched in LHC.
