2. Consider the differential equation, shown below (it is known as Euler equation for steady, 2D,...
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2. Consider the differential equation, shown below (it is known as Euler equation for steady, 2D, incompressible flow, with negligible gravity effects): u + v 1 POT Here, u and v are velocities in r- and y-directions. (a) Show that the equation is dimensionally consistent (hint: Think of what the dimensions of du and Or will be. They are infinitesimal changes in the quantity) (b) Given the dimensions of each of the terms, can you guess what physical quantity each term in the equation could represent? 2. Consider the differential equation, shown below (it is known as Euler equation for steady, 2D, incompressible flow, with negligible gravity effects): u + v 1 POT Here, u and v are velocities in r- and y-directions. (a) Show that the equation is dimensionally consistent (hint: Think of what the dimensions of du and Or will be. They are infinitesimal changes in the quantity) (b) Given the dimensions of each of the terms, can you guess what physical quantity each term in the equation could represent?
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This question is asking about the Euler equation for fluid dynamics specifically the steady incompressible flow in two dimensions without the influenc... View the full answer
Related Book For
Fluid Mechanics Fundamentals And Applications
ISBN: 9780073380322
3rd Edition
Authors: Yunus Cengel, John Cimbala
Posted Date:
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