Search for anomalous $WW��$ and $WWZ$ couplings with polarized $e$-beam at the LHeC

Abstract

We examine the potential of the $ep\to��_{e}q��X$ and $ep\to��_{e}qZX$ processes to search for the anomalous couplings of $WW��$ and $WWZ$ vertices at the LHeC with the electron beam energy of $E_{e}=60$ GeV and $E_{e}=140$ GeV. The difference of maximum and minimum bounds on the anomalous couplings, ($������_��$, $����_��$) and ($������_{Z}$, $����_{Z}$) are obtained as ($0.990$, $0.122$) and ($0.362$, $0.012$) without electron beam polarization at the beam energy of $E_{e}=140$ GeV for an integrated luminosity of $L_{int}=100$ fb$^{-1}$, respectively. With the possibility of $e-$beam polarization, we obtain more improved results as ($0.975$, $0.118$) and ($0.285$, $0.009$) for ($������_��, ����_��$) and ($������_{Z}, ����_{Z}$), respectively. The results are found to be comparable with the current experimental limits obtained from two-parameter analysis at the lepton and hadron colliders. It is found that the limits on the anomalous couplings ($����_{Z}$, $��_{Z}$) through the process $ep\to��_{e}qZX$ at the LHeC can further improve the current experimental limits.

18 pages, 22 figures, 6 tables