Bileptons are exotic particles with a charge of ±2, predicted in theories beyond the Standard Model. Two production channels at the LHC are considered: direct pair production (sensitive to the bilepton mass m_Y) and via decays of heavy quarks (dependent on the mass m_D). The second channel yields a greatly enhanced signal — four energetic leptons in the detector at once. With Run-2 data, discovery is possible only for m_D ≲ 1 TeV, whereas the HL-LHC will provide a 5σ discovery up to m_D ≲ 2.5 TeV (almost independent of m_Y) and/or m_Y ≲ 2 TeV (even with a heavy D). This shows that “intermediaries” in the form of heavy quarks can dramatically broaden the horizon for searching for new particles.
By the rules of the Standard Model, electric charge is always a multiple of the electron charge—nature deals in whole units. But the equations allow particles with a double charge—bileptons. These 'charged twins' became the collider's quarry: they give themselves away by decaying into four light leptons, much like twins leaving paired footprints. This signal is clean—nothing else produces such a recognizable pattern. A direct hunt is tough: it's easier to ambush exotic quarks—massive relatives of the proton's 'building blocks.' They spit out a bilepton, which instantly breaks apart into a quartet of leptons. Today's collider notices the prey if the quarks are lighter than 1 TeV (a thousand proton masses). After the upgrade (High-Luminosity LHC), the detection range will grow: up to 2.5 TeV for the quarks and up to 2 TeV for the twins themselves. Success would be a scientific bombshell: the law of lepton number conservation—the inviolability of the total count of light particles—would be violated. Nature would allow them to change. And perhaps these particles will help unravel the nature of dark matter.
🎯 The name 'bilepton' comes from Latin bi- (two) and 'lepton': the particle seems to play for two at once in the quantum world. Its discovery would show for the first time that the number of light particles does not have to be conserved—a familiar law of the micro-world would be broken.