Local resetting with geometric confinement

"Local resetting" was recently introduced to describe stochastic resetting in interacting systems where particles independently try reset a common "origin". Our understanding of such systems, the process is itself affected by interactions, still very limited. One ubiquitous constraint that often imposed on dynamics geometric confinement, e.g. restricting rigid spherical channel so narrow overtaking becomes difficult. We here explore interplay between local and confinement system consisting two species diffusive particles: "bath" particles, "tracers" which undergo resetting. Mean-field analysis numerical simulations show tracers, whose stationary density profile exhibits typical "tent-like" shape, imprint this shape onto bath profile. Upon varying ratio degree over particle diffusivity, found transition states. In one tracers expel away from origin, while other they ensnare them instead. Between these states, we find special case mean field approximation exact.