Abstract
We Consider the unilateral contact problem for the viscoelastic equation in one dimension and we show existence of weak solutions. Moreover, we shown that the solutions decay uniformly to zero with rates depending onthe rate of decay of the relaxation function. That is, denoting by E(t) the first order energy associated with the viscoelastic contant inequality,we show that there exist positive constant C and γ satisfying:
*Supported by a grant of CNPq 305406/88-4
†supported by a grant of CAPES
*Supported by a grant of CNPq 305406/88-4
†supported by a grant of CAPES
Notes
*Supported by a grant of CNPq 305406/88-4
†supported by a grant of CAPES