Aersp_312_HW_No_2.10

Aersp_312_HW_No_2.10 - frame By proper selection of the...

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Aersp 312 Homework No. 2 Assigned: Feb 2, 2010 D.K. McLaughlin Due: Feb 10, 2010, 2:30 PM No. 1 Complete the mathematical development we started in class that formulates the similarity solution of the laminar, two dimensional boundary layer problem for an incompressible flow. This development involved transforming the 2 D boundary layer equations from the x, y coordinate frame to the x,
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Unformatted text preview: η frame. By proper selection of the similarity parameter η , the x dependence drops out of the equation. The final ordinary differential equation we seek to derive is: G’’’ + G G’’ = 0, where G is G ( η ). No. 2 Problem no 26 in Chapter 13 of the text Wilcox, “Basic Fluid Mechanics”, 3 rd ed. (No 21 in 2 nd ed.)...
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This note was uploaded on 08/24/2010 for the course AERSP 312 taught by Professor Mclaughlin during the Spring '10 term at Penn State.

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