What is the local acceleration (m/s) fora fluid particle that travels along a pathand the3 0.7with velocity given by s tradius of curvature is 3.4m, where s is inmeters and t is in seconds? s=2.5m,t=0.5 s.Select one:a. a = 111.0 m/s2b. a = 49.3 m/s2c. a =27.2 m/s• d. a = 13.5 m/s2O e. a = 73.8 m/s2

Fluid is a state of matter which deforms continuously on the application of force externally,…

What is the local acceleration (m/s) for a fluid particle that travels along a path with velocity given by s t 3 0.7 and the radius of curvature is 3.4m, where s is in meters and t is in seconds? s=2.5m, t=0.5 s.

What is the local acceleration (m/s) for a fluid particle that travels along a path with velocity given by s t 3 0.7 and the radius of curvature is 3.4m, where s is in meters and t is in seconds? s=2.5m, t=0.5 s.

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

Q:What is the reynolds number of air at speed 75 m/sec
A flow is described by velocity V=ay i+bt j ,a=1s-¹ and b =.5m/s².at t=25s,what are the coordinates of the particle that passed through point (1,2) at t=24s?at t=26s, what are the coordinates of the particle that passed through point (1,2)?plot the pathline and streamline through point (1,2) and compare with streamlines through the same point at the instants t=24s,t=25s and t=26s.
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 .
Read the question carefully and give me right solution according to the question. If you don't know the solution please leave it. The following cases represent the two velocity components, determine the third component of velocity such that they satisfy the continuity equationu =4x2 + 3xy, w= z3 - 4xy - 2yz.
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.
1-Consider the flow of a fluid in rectangular coordinates VX=XY2, VY=-X2Y, VZ=0 and ρ=xy. Make sure the velocity and density represent a physically possible flow. Remarks: For resolution, use the continuity equation. Furthermore, it is important to look in the literature for what flow is possible from the continuity equation together with the substitution of rectangular coordinate values.
To apply conservation of momentum to describe the motion of a rocket. A rocket is launched into deep space, where gravity is negligible. In the first second, it ejects 1/160 of its mass as exhaust gas and has an acceleration of 16.0 m/s2. What is vg, the speed of the exhaust gas relative to the rocket?
choose the correct answer 3- when the flow is happened without change in its quantity or velocity with time , then the flow is: * a) Unsteady b) Uniform c) Steady d-None of all above 4- Reynolds number represents: * a) Viscosity force to inertia force b) Inertia force to viscosity force c) Equality between inertia and viscosity forces d-None of all above
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
(a) State the equation describing the condition at streamline boundary for a two-dimensional flow with velocity V and displacement ds Using the equation, derive the equation of a streamline given by Eq. (4.1): ) (See attached images) (b) A steady, incompressible, two-dimensional velocity field is given by Eq. (4.2) : (see attached images) Where: the x- and y-coordinates are in metres and the magnitude of the velocity is in m/s. Calculate the material acceleration at the points of (x = 2, y= 3)
Water at 20◦C flows along the streamlines shown in Figure3.11. The (gauge) pressure, velocity, and elevation at Point1 are 15.0 kPa, 1.0 m/s, and 5.02 m, respectively, and thevelocity and elevation at Point 2 are 0.5 m/s and 5.21 m,respectively. Estimate the pressure at Point 2. The given answer was P2 = 13.5 kPa. Show detailed solution pls thank you.
How would I calculate the fluid acceleration along the nozzle centerline. Here, there is steady flow of water through an axisymmetric garden hose nozzle and alongthe centerline the water speed increases from uentrance to uexit . The centerline water speed increases parabolically through the nozzle. What would be an equation for centerline speed u(x), based on the parameters given in the drawing from x = 0 to x = L ?