Nuclear Physics B · 1997 · 1K citations · 10 references
Natural SciencesPhysicsParticle PhysicsPlasma PhysicsTheoretical PhysicsRadiative ProcessesScattering ProblemsScattering ProcessesScattering TheoryStrong InteractionStrongly Coupled PlasmasEnergy Loss AnalysisEnergy Loss ProcessesGluon DynamicsHadron ScatteringHadronic ScatteringParton Energy LossScatteringSingle Scattering
The study investigates the medium‑induced energy‑loss spectrum of a high‑energy quark or gluon traversing a finite‑volume hot QCD medium. The authors model the interaction with static scattering centres and reduce the energy‑loss calculation to solving a Schrödinger‑like equation whose potential is set by the parton’s single‑scattering cross section. They find that the total induced energy loss grows quadratically with the medium length L (up to a critical length proportional to √E), a behavior that should apply to a quark‑gluon plasma.
The medium induced energy loss spectrum of a quark or gluon of high energy E traversing a hot QCD medium of finite volume is studied. We model the interaction by a simple picture of static scattering centres. The total induced energy loss is found to grow as L2, where L is the extent of the medium. This quadratic behaviour holds for L smaller than a critical length Lcr α √E. The solution of the energy loss problem is reduced to the solution of a Schrödinger-like equation whose “potential” is given by the single-scattering cross section of the high energy parton in the medium. These results should be directly applicable to a quark-gluon plasma.
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