19. The velocity vector for a one-dimensional, steady, incompressible flow in the channel shown below is given as V = V[l+(x/L)]i. Find a) the x-component of the acceleration vector and b) the position vector of a fluid particle located at x = 0 and time t =0. [Ans.: a) a, = (1+x/L)VIL and b) x= L(eaIL -1)1.
19. The velocity vector for a one-dimensional, steady, incompressible flow in the channel shown below is given as V = V[l+(x/L)]i. Find a) the x-component of the acceleration vector and b) the position vector of a fluid particle located at x = 0 and time t =0. [Ans.: a) a, = (1+x/L)VIL and b) x= L(eaIL -1)1.
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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46. Consider the case of an ideal fluid flow in the conduit of Problem 19. Find
pressure at the exit of the conduit in terms of the flow density and velocities at the
inlet and the outlet.
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