Generate a computational domain to study incompressible, laminar flow over a
Chapter 15, Problem 15-39(choose chapter or problem)
Generate a computational domain to study incompressible, laminar flow over a two-dimensional streamlined body (Fig. P1539). Generate various body shapes, and calculate the drag coefficient for each shape. What is the smallest value of CD that you can achieve? (Note: For fun, this problem can be turned into a contest between students. Who can generate the lowest-drag body shape?)
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