Circulation and vorticity 1- Determine whether the continuity equation is satisfied by the following velocity components for incompressible fluid: u= x°y, v=2xy-xy² , w=x²-y? 2- Determine the missing component of velocity distribution such that they satisfy continuity equation u=2x²+2xy, v=2yz²+3z?, w=? 3- The velocity components in a three dimensional fluid flow are: U=x²+y*z , v=-(xy+yz+zx) Determine the missing component of velocity distribution such that continuity equation is satisfied. 4- The velocity components of fluid flow (incompressible) are : U=x?y, v=2yz-xy? , w=x² + z? Show that this flow is kinematically possible. In a three-dimensional incompressible fluid flow, the velocity components are: u=x²+z?+5 , v=y²+z? -3 Determine the third components of velocity. Is the fluid flow irrotational? 5-
Circulation and vorticity 1- Determine whether the continuity equation is satisfied by the following velocity components for incompressible fluid: u= x°y, v=2xy-xy² , w=x²-y? 2- Determine the missing component of velocity distribution such that they satisfy continuity equation u=2x²+2xy, v=2yz²+3z?, w=? 3- The velocity components in a three dimensional fluid flow are: U=x²+y*z , v=-(xy+yz+zx) Determine the missing component of velocity distribution such that continuity equation is satisfied. 4- The velocity components of fluid flow (incompressible) are : U=x?y, v=2yz-xy? , w=x² + z? Show that this flow is kinematically possible. In a three-dimensional incompressible fluid flow, the velocity components are: u=x²+z?+5 , v=y²+z? -3 Determine the third components of velocity. Is the fluid flow irrotational? 5-
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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