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Laminar Incompressible Flow over a Rotating Disk Numerical Analysis for Engineering John Virtue December 1999.

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Presentation on theme: "Laminar Incompressible Flow over a Rotating Disk Numerical Analysis for Engineering John Virtue December 1999."— Presentation transcript:

1 Laminar Incompressible Flow over a Rotating Disk Numerical Analysis for Engineering John Virtue December 1999

2 Problem Description The Navier Stokes Momentum Equations Can be transformed into the following System of Non-Linear Second Order Differential Equations as a function of Zeta only

3 Numerical Formulation The Second Order Differential Equations can be reduced to a system of First Order Equations by Introducing the following variables The resulting System of Non-Linear First Order Differential Equations are...

4 Runge-Kutta Fourth Order Solution

5


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