Question 2. In a particular fluid flow, the Eulerian velocity is given by u= (- x², 3xy, (3y - 1)xz)e¨v. - [Hint: You will need to use the Chain Rule; for instance др dp მs ds ar Show that this velocity u represents a flow of an incompressible fluid. Show also that, in this flow u, a density field of the form p= f(s), where s = x³ y, is constant for a material (i.e. fluid) particle, for any function ƒ(s). ar = Get solutions in as fas minutes .] Send question

Question 2. In a particular fluid flow, the Eulerian velocity is given by u= (- x², 3xy, (3y - 1)xz)e¨v. - [Hint: You will need to use the Chain Rule; for instance др dp მs ds ar Show that this velocity u represents a flow of an incompressible fluid. Show also that, in this flow u, a density field of the form p= f(s), where s = x³ y, is constant for a material (i.e. fluid) particle, for any function ƒ(s). ar = Get solutions in as fas minutes .] Send question

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

See similar textbooks

Similar questions

complete and readable solution
for a steady incomprssible two dimensional flow, represented in cartesian coordinates (x,y), a student correctly writes the equation of pathline of any arbitrary particle as dx/dt =ax and dy/dt= by where a and b are constants having unit of second‐¹. if value of a is 5 determine the value if b.
PLEASE ANSWER CORRECTLY and with full explanation dont do shortcut. you getting 2 $ for it. DONT GIVE WRONG ANSWER I HAVE TO POST IT SECOND TIME. I dont want to give 8 dislikes as given to above expert A two-dimensional flow (x-y plane) is given by u =x +yt and v = - y+xtwhere u and y are the components of the velocity in the x and ydirections respectively, and t is time.A. Is this flow incompressible? Show how you reached yourconclusion.B. Determine the time rate of change of u an v for the fluid particlewhich is located at (x,y) = (2,2) at t = 2 seconds
B/ Two components of velocity in an incompressible fluid flow are given by v=z³y³ determine the third component. u= x² - y³ and Do the velocity field U = 5xi + (3y + ty2)j represent physically possible flow?
In each image comes the problem
A flow is described by the flow field of vec(V)=A(1+Bt)hat(i)+Ctyhat(j), where A=1 m/s, B=1 s -1 , and C=1 s -2 . The unit for the coordinates is meters. a. Plot the pathline that passes through the point (x=1 m, y=1 m) at time t=0 . b. Compare the streamlines through the point (x=1 m, y=1 m) at time t=0, 1, and 2 s. c. Calculate the acceleration at time t=0 along the streamline passing the point (x=1 m, y=1 m) at time t=0 .
for a steady incompresible two dimensional flow, represented in cartesian coordinates (x,y), a student correctly writes the equation of pathline of any arbitrary particle as dx/dt =ax and dy/dt= by where a and b are constants having unit of second‐¹. if value of a is 5 determine the value if b.
Correct answer only
Homework What is the third velocity component such that continuity equation is satisfied if two components are u = 1. 2y2, w = 2хyz ? 2. Consider the following steady, two-dimensional, incompressible velocity field V = (Ax? + B)i + (-Ay + Cx²)j where A, B, and C are constants. Calculate the pressure as a function of x and y.