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We consider the barotropic Euler equations with pairwise attractive Rieszinteractions and linear velocity damping in the periodic domain. We establishthe global-in-time well-posedness theory for the system near an equilibriumstate. We also analyze the large-time behavior of solutions showing theexponential rate of convergence toward the equilibrium state as time goes toinfinity.

Damped Euler system with attractive Riesz interaction forces