论文标题
探索深色$ z_d $ -boson将来大型强子电子撞机
Exploring dark $Z_d$-boson in future Large Hadron-electron collider
论文作者
论文摘要
黑暗$ u(1)_d $扇区与可见标准模型(SM)扇区之间的相互作用是通过深色光子$ u(1)_d $ field $ z_d^μ$和sm $ u(1)_y $ $ $ aguge field $b_μ$之间的动力学混合进行的。 electroweak和$ u(1)_d $对称破坏后,深色光子$ z_d^μ$ $ $ $ $ $ $ $ $ $ $ z__ $。这种混合会导致$ z_d^μ$和SM之间的平等竞争耦合。黑暗光子和SM之间的耦合可以在低能现象学以及对撞机实验中探索。在拟议的高能量大能将大型强子电子对撞机中探索了深色光子相互作用的Lorentz结构,该结构将使用横截面和与可观察到的lept子衰减中暗光子的极化相关的不对称性提供有效的能量和清洁环境。进行了$χ^2 $ - 分析,以比较电荷和中性流过程的各种变量的强度。 Based on this analysis, $90\%$ confidence level (C.L.) contours in the $ε$-$m_{Z_d}$ and $ε$-$g_V$ plane are obtained to put limits on the $Z_d^μ$ mass up to $100$ GeV, coupling strength $ε$ and on the Lorentz structure of dark photon coupling with the SM fermions ($g_V$) at $ \ sqrt {s} \大约1.3 $ tev。
The interaction between the dark $U(1)_d$ sector with the visible Standard Model (SM) sector takes place through the kinetic mixing between the dark photon $U(1)_d$ field $Z_d^μ$ and the SM $U(1)_Y$ gauge field $B_μ$. After the electroweak and $U(1)_d$ symmetry breaking, the dark photon $Z_d^μ$ acquires a mass and mixes with the SM neutral vector boson $Z_μ$. This mixing leads to parity-violating coupling between the $Z_d^μ$ and SM. The coupling between the dark photon and SM can be explored in low energy phenomenology as well as in collider experiments. The Lorentz structure of dark photon interaction with SM fermions is explored in the proposed high energy future Large Hadron-electron collider, which would provide efficient energy and a clean environment using cross-section and asymmetries associated with polarisation observable of the dark photon in leptons decay. A $χ^2$-analysis is performed to compare the strength of various variables for both the charge- and neutral-current processes. Based on this analysis, $90\%$ confidence level (C.L.) contours in the $ε$-$m_{Z_d}$ and $ε$-$g_V$ plane are obtained to put limits on the $Z_d^μ$ mass up to $100$ GeV, coupling strength $ε$ and on the Lorentz structure of dark photon coupling with the SM fermions ($g_V$) at $\sqrt{s} \approx 1.3$ TeV.