Dynamic For Non-autonomous Stochastic Weakly Damped Plate Model With Critical Exponent

In this paper,we study the long-time behavior of the non-autonomous stochastic weakly damped plate model with critical exponent:(?)By decomposing the solutions of system and estimating the bounds of solutions in a higher regular space,we obtain the existence of random attractors,where the external term is time-dependent and the nonlinearity has a critical growth.