Question: whith the first example solve the exercise asume c1=0 - Velocity profile for pressure driven flow : u=21xpy2+C1y+C2 No-slip boundary conditions: Condition 1: u=0,y=h0=21xph2Cyh+C2 Condition

- Velocity profile for pressure driven flow : u=21xpy2+C1y+C2 No-slip boundary conditions: Condition 1: u=0,y=h0=21xph2Cyh+C2 Condition 2: u=0,y=h0=21xph2+C1h+C2C1h=2h2xp2h2xp 1. Use the continuum and Navier-Stokes equations for polar coordinates to deduce the velocity profile of the following system: - Continuity equation for polar coordinates: t+r1r(rur)+r1(ru)+z(uz)=0 - It is solved analogous to the velocity profile procedure for the cartesian coordinates saw in class
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