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How to convert velocity potential from polar form to Cartesian coordinate form! |
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| Nov6-11, 11:30 AM | #1 |
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How to convert velocity potential from polar form to Cartesian coordinate form!
1. The problem statement, all variables and given/known data
Alright, here's the question, A stream function for a plane, irrotational, polar-coordinate flow is ψ=9r^2sin^θ. Find out the velocity potential in Cartesian Co-ordinate! 2. Relevant equations 3. The attempt at a solution Well, I can easily find out the velocity potential in Polar co-ordinates but then how do I convert it to Cartesian Co-ordinates? |
| Nov6-11, 01:43 PM | #2 |
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There are standard formulas for doing that, in most 2nd-year engineering course textbooks.
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| Nov7-11, 12:49 AM | #3 |
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Well I did try searching for it in Fox&Mcdonald(the book that I follow), I didn't find it there, maybe I have overlooked it but anyways could you please give me a link or type the formulas here.
Thank You. |
| Nov7-11, 11:43 AM | #4 |
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How to convert velocity potential from polar form to Cartesian coordinate form! |
| Nov23-11, 05:42 AM | #5 |
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would you mind answer this... find the polar form of 1/4i and also 1/z? please give the answer..
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