Form the Navier-Stokes equations for incompressible flow in polar coordinates (App.B3b for cylindrical coordinates).find the most general case of purely circulating motion u_{\theta }(r)=u_{r}=u_{z}= | Study.com
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Solve the incompressible Navier-Stokes equation in cylindrical form to obtain the velocity in the streamwise, or x, direction as a function of r, i.e. u_x(r), for fully-developed, laminar flow through | Study.com
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SOLVED:Cylindrical coordinates (r,0,2) : We censider incompressible isothermal Newtorian flow (density p=corsl, viscosily L=const}, with velocity field V = (u,, Uo,u: Incompressible continuity equation: La6u_ d(ua) duz - =0 30 r-cumputient du .
