Energy decay and boundary control for distributed parameter systems with viscoelastic damping the damping effect of a boundary feedback mechanism on torsional vibrations of a homogeneous . In this paper we are concerned with a system of nonlinear viscoelastic wave equations with initial and dirichlet boundary conditions in r n n 1 2 3under suitable assumptions we establish a general decay result by multiplier techniques which extends some existing results for a single equation to the case of a coupled system. Energy decay rates for a timoshenko system with viscoelastic boundary conditions author links open overlay f ammar khodja a benabdallah je muoz rivera r rackeenergy decay for timoshenko systems of memory type j differ eq a wehbeuniform stabilization for the timoshenko beam by a locally distributed damping electron j . Energy decay and boundary control for distributed parameter systems with viscoelastic damping afosr grant afosr 86 0085 for the period 1 june 1986 31 may 1989 accesion for bar composed of two segments with distributed damping applied to just one of the segments. Arbitrary decay of energy for a viscoelastic problem with balakrishnan taylor damping park sun hye taiwanese journal of mathematics 2016 global nonexistence of arbitrary initial energy solutions of viscoelastic equation with nonlocal boundary damping ma jie and geng hongrui taiwanese journal of mathematics 2012
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