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Unformatted text preview: and 1.0, compare to the Crocco-Busemann relations (both rst and second). Recall that the Crocco-Busemann relations are exact for Pr = 1 . Discuss. How good is the Crocco-Busemann approximation for air? Present your results as a brief report. (over) 1 Possible extensions, for extra credit, are as follows. Results should be de-scribed in the form of a brief report, to be turned in no later than 30 Nov. 2009. The codes should be emailed as an attachment. 1. Plot the proles as a function of ( y/x ) Re x , as in Anderson, HHTG, 2e, Fig. 6.7. 2. Plot the at-plate skin-friction coecients, as in Anderson, Fig. 6.11. 3. Plot the at-plate Stanton numbers, as in Anderson Fig. 6.12. 4. Compare the exact recovery factors to the simple Blasius-based theory, as in Anderson Fig. 6.13. 5. Adapt the code to solve for stagnation-point ow, as in Anderson 2e section 6.5.2. 2...
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This document was uploaded on 01/12/2012.
- Fall '09