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A NEW STABILIZED FINITE ELEMENT METHOD FOR SOLVING THE STOKES AND NAVIER-STOKES EQUATIONS PART I. THE LINEAR CASE |
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| Authors: | DUAN Huoyuan |
| Abstract: | A new stabilized method is established for the Stokes equations with a zero- th term and convection. It is shown that this new methodology is stable and has an optimal error estimates for all mesh-Peclet number, allowing any combination of velocity and pressure interpolation, including the discontinuous case. |
| Keywords: | Stokes equation with zero-th term and convection stabilized finite elements. |
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