Titlebook: Analysis of Laminar Flow over a Backward Facing Step; A GAMM Workshop Ken Morgan,Jacques Periaux,François Thomasset Book 1984 Springer Fach

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An Efficient Quasi-Linear Finite Element Method for Solving the Incompressible Navier-Stokes Equatimprove as the Reynolds number increases. Conjugate gradients algorithms are especially developed for solving the resulting linear systems including unsymmetrical matrices. For convection dominated flows, a balancing dissipation technique is introduced in order to stabilize the oscillatory nature of the solution.

Digest

Analysis of Laminar Flow over a Backward Facing StepA GAMM Workshop

APO

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Ischemia

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Calculation of Laminar Flow over a Step by a Finite Element Method Based on the Stream Function-Vorequations. The unknowns are the stream function . and the vorticity ., leading to the mixed method proposed by Ciarlet and Raviart [1]. A theoretical study of this approach is presented in the book of Girault and Raviart [2].

NIL

An Efficient Quasi-Linear Finite Element Method for Solving the Incompressible Navier-Stokes Equatilts from a three step implicit scheme for the time discretization and from a finite element approximation for the space discretization. The typical fractional step method leads to an uncoupling between the non linearity and incompressibility and the convective terms appear in a linearized semi-impli

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