Looking For TeV-Scale Strings and Extra-Dimensions
E. Accomando, I. Antoniadis, K. Benakli
TL;DR
This paper analyzes how Type I brane-world setups with TeV-scale extra dimensions modify collider phenomenology, focusing on how gauge factors propagate on branes and which KK excitations or stringy effects arise. It identifies five principal models, labeled $(l,l,l)$, $(t,l,l)$, $(t,l,t)$, $(t,t,l)$, and $(t,t,t)$, and derives the corresponding signatures at the LHC, including resonances and indirect effects from KK exchanges. The study finds that direct KK resonances are visible only for $R^{-1} \lesssim 6\,$TeV, while indirect effects extend reach up to $R^{-1} \sim 20\,$TeV for gluons and $8$--$15\,$TeV for electroweak bosons; in the case where no gauge boson propagates in the extra dimension, tree-level exchange of massive open-string oscillation modes dominates over graviton KK exchange, enabling bounds on the string scale. These results map out the LHC discovery potential and emphasize how brane-localization patterns constrain experimental probes of TeV-scale strings and extra dimensions.
Abstract
In contrast to the old heterotic string case, the (weakly coupled) type I brane framework allows to have all, part or none of the standard model gauge group factors propagating in large extra--dimensions of TeV$^{-1}$ size. We investigate the main experimental signatures of these possibilities, related to the production of Kaluza-Klein excitations of gluons and electroweak gauge bosons. A discovery through direct observation of resonances is possible only for compactification scales below 6 TeV. However effects due to exchange of virtual Kaluza-Klein excitations could be observed for higher scales. We find that LHC can probe compactification scales as high as 20 TeV for excitations of gluons and 8-15 TeV for excitations of electroweak gauge bosons. Finally, in the case where no gauge boson feels the extra-dimension, we find that effective contact interactions due to massive string mode oscillations dominate those due to the exchange of Kaluza-Klein excitations of gravitons and could be used to obtain bounds on the string scale.
