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 viscous flow and pdes using separation of variables | tensorial notation, Eulerian and Lagrangian flow and Navier-Stokes equations | Hagen-Poseuille discharge formula and second order odes | viscous flow using cylindrical polar coordinates and second order odes | boundary-layer equations of flow and odes |
MA311exam 1998
Exam questions and solutions in LaTex
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Mathbank
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| Date Added: | 22 Apr 2009 11:59 |
| Tags: | Exam Answer, viscous flow cylindrical polar coordinates odes, Non-Linear Second Order ODEs, biharmonic equation Reynolds number stream functions, viscous flow pdes, tensorial Eulerian Lagrangian flow Navier Stokes, Linear Second Order ODEs, Hagen Poseuille odes, Exam Question, Ordinary Differential Equations, boundary layer equations flow odes, mathbank, Partial Differential Equations, Separation of Variables |
| Viewing permissions: | World |
| Link: | http://edshare.soton.ac.uk/id/eprint/2128 |
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