In this article, optimal error estimates of the penalty method for the linearized viscoelastic flows equations arising in the Oldroyd model are derived.

In this article, optimal error estimates of the penalty method for the linearized viscoelastic flows equa- tions arising in the Oldroyd model are derived ...

In this article, optimal error estimates of the penalty method for the linearized viscoelastic flows equations arising in the Oldroyd model are derived.

The focus of this section is to deduce the global optimal error estimates for the penalty system of the nonlinear viscoelastic flow problem. Preceding to ...

In this article, optimal error estimates of the penalty method for the linearized viscoelastic flows equations arising in the Oldroyd model are derived.

In this paper, a fully discrete finite element penalty method is considered for the two-dimensional linearized viscoelastic fluid motion equations, ...

Dec 7, 2024 · For the viscoelastic Oldroyd flow problem, Wang et al derived the optimal error estimates for the penalty system [23] and extended it to the ...

In this paper, a fully discrete finite element penalty method is presented for the two-dimensional viscoelastic flow problem arising in the Oldroyd model, ...

In this paper, a fully discrete finite element penalty method is presented for the two-dimensional viscoelastic flow problem arising in the Oldroyd model, ...

We prove optimal $H^1$-error estimates and $L^2$-error estimates that are suboptimal with half an order in $h$. Both the pure diffusion and the convection ...