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Working equations of the continuous penalty scheme in axisymmetric coordinate systems

9 Working equations of the continuous penalty scheme in axisymmetric coordinate systems [Pg.121]

After the substitution of pressure via the penalty relationship the flow equations in an axisymmetric coordinate system are written as [Pg.121]

Using a procedure similar to the derivation of Equation (4.53) the working equations of the continuous penalty scheme for steady-state Stokes flow in an axisymmetric coordinate system are obtained as [Pg.122]

10 Working equations of the discrete penalty scheme in Cartesian [Pg.123]

As described in the discrete penalty technique subsection in Chapter 3 in the discrete penalty method components of the equation of motion and the penalty relationship (i.e. the modified equation of continuity) are discretized separately and then used to eliminate the pressure term from the equation of motion. In order to illustrate this procedure we consider the following penalty relationship [Pg.123]




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Axisymmetric

Axisymmetric coordinate system

Axisymmetric systems

Continuation equation

Continuous coordinates

Continuous equation

Continuous system

Coordinate system

Equation of continuity

Equations continuity equation

Equations systems

Equations—continued

Penalty

Penalty System

Penalty continuous

Penalty schemes

Schemes of work

System of coordinates

Systems of equations

Systems of work

The Equation of Continuity

The continuity equation

Work systems

Working equations

Working systems

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