Dynamics of a globally modified Navier–Stokes model with double delay

This paper investigates the dynamics of a class three-dimensional globally modified Navier–Stokes equations with double delay in forcing and convective terms. We first prove well-posedness solutions such system, which enables us to establish suitable non-autonomous dynamical systems. then show existence uniqueness pullback attractors for associated Finally, by using generalized Banach limit, we construct family invariant Borel probability measures, are supported on attractors.