Using a irocedure similar to the formulation of two-dimensional forms the working equations of the U-V - P scheme in axisymmetric coordinate systems are derived on the basis of Equations (4.10) and (4.11) as [Pg.117]

7 Working equations of the continuous penalty scheme in Cartesian coordinate systems [Pg.118]

In the continuous tenalty method prior to the discretization of the flow equations the pressure term in the equation of motion is substituted by the penalty relationship, given as Equation (3.6). Therefore using Equations (4.4) and (4.1), we have [Pg.118]

Following the procedure described in the continuous penalty technique subsection in Chapter 3 the Galerkin-weighted residual statements corresponding to Equation (4.52) are written as [Pg.118]

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