Flow across a long building of semi-circular cross-section can be taken to be two dimensional, inviscid and incompressib

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Flow across a long building of semi-circular cross-section can be taken to be two dimensional, inviscid and incompressib

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Flow Across A Long Building Of Semi Circular Cross Section Can Be Taken To Be Two Dimensional Inviscid And Incompressib 1
Flow Across A Long Building Of Semi Circular Cross Section Can Be Taken To Be Two Dimensional Inviscid And Incompressib 1 (72.14 KiB) Viewed 26 times
Flow across a long building of semi-circular cross-section can be taken to be two dimensional, inviscid and incompressible. U рх The building has radius a and the flow at large distances has pressure poo and speed U perpendicular to the axis of the building. You may use, without proof, the result that л S. * sin’o do = 413 Ꮎ Ꮎ (a) Write down the complex velocity potential for the flow in any plane perpendicular to the axis of the building. You may find it convenient to consider the complex velocity potential for the flow past a cylinder of radius a
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