6) Velocity field of a fluid flow is given as follows : V = (2r-y2+1)i- (x-xy)j Based on your ID number, x and y coordinates of a point (x1.y1) are assigned in the Parameter Table 6 below. a) Compute the velocity field at (x1,.y1) . b) Compute the flow speed at (x1.y1). c) Compute the acceleration field at (x1.y1).

6) Velocity field of a fluid flow is given as follows : V = (2r-y2+1)i- (x-xy)j Based on your ID number, x and y coordinates of a point (x1.y1) are assigned in the Parameter Table 6 below. a) Compute the velocity field at (x1,.y1) . b) Compute the flow speed at (x1.y1). c) Compute the acceleration field at (x1.y1).

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

The velocity of the fluid flowing in a pipe with a radius of 10 cm was measured at certain points and the following table values were obtained. r=the distance of the measurement points to the center of the pipe (m) v=measured speeds (m/s) Accordingly, calculate the velocity value for r = 0.07 m by using 3rd order interpolation with the help of appropriate points that make the error minimum. In calculations, take 4 digits after the comma.
A particle moves along the x axis from x; to xf. Of the following values of the initial and final coordinates, which results in a negative displacement? x = -4m, xf = 2m x₂ = -4m, f =-2 m ○ x₁ = 4m, f = 6 m x₂ = 8 m, f = 4 m x = -4m, f none of these = 4 m
fluıd mechanıcs Values for a fluid flowing in a circular pipe are given in the table.a) by writing Newton's law of viscosity,b) Determine the flow behavior of the fluids, show on the graph that they obey the Newtonian or non-Newtonian flow behavior. Calculate the dynamic viscosity values on the graph.c) If the viscosity of the liquid is 0.121 g/cm3, calculate the kinematic viscosity and convert it to the English Unit system.
The force exerted by a 45 mm diameter stream of water (density 1000 kg/m³) against a flat plate held normal to the stream's axis is 650 N. What is the volumetric flow of water (in 1/min)? (round it up to the closest integer) 02:00 P Type here to search 23 10°C Sunny A @D G 4) ENG 16/02/2022 DELL end P R F G
Sketch the Isometric and three view and mention the dimensions Also draw the hidden lines, use creo parametic to sketch the figures 3.00 4.50 1.50 1.25 A -.25 4.00 Ø.78 3.00 .25 - .78- .40 A (BOTTOM) 4.50 2.25 4.50 1.00 МATL—AISI С-+1040 Step bracket.
z hurmuzi is presenting 1. x-y coordinate 2 x'-y'coordinate y' Calculate YF, and F, ustng : 200cos25 20 + 25 200N 45 S0N 20 200sin25 100N sajn ^ Type here to search
1 Velocities are measured at different locations using a data logger and the field is given by the technician in the following vector form. Given that. du du ax = +u-+v. +w du du ôt əx ду əz V = 3tî +xzj+t Find the magnitude of velocity and acceleration at point (1,1,1) at time t = 1 second. Write the acceleration vector. If the fluid is incompressible, show that the flow field satisfies the conservation of mass. zj+ty²k m/s Əv dv dv Əv +u- +v +w- at Əx ду əz dw dw dw dw + w a ₂ = +u Ət Əx dy əz +v
Good day. I require assistance as this will help in my examination review. (Basic Aerodyn Principles) A circular pipe 57 meters long tapers from 3 m to 2 m in diameter. What is the velocity per meter run at the bigger section, if the velocity there is 39 mps, and the fluid is flowing from the larger section to the smaller section? Round-off answer to the nearest hundredths. **Would gladly appreciate an explanation. Thank you.
@AB = 4 rad/s %AB = 6 rad/s² 0.5 m 45° B/C 1 m 60° IC Now let's look closer at Figure 2 from the prior question. By drawing lines that pass through points B and C which are perpendicular to their velocities (the red lines in the figure above) we can locate the IC at the intersection (the star). Now we can use some basic trig to figure out the distance TB/Ic labeled in the figure, which is the radial distance from the IC to point B. I've drawn in a green dashed line that creates two right triangles to help with the trig. What is the distance TB/IC? Give your answer in m but don't type the unit.
Tp = Fq +°P/Q• (1) Here ip/Q is the "position of point P relative to point Q." Similarly the velocities of the two points are related by õp = bq + Up/Q- (2) The quantity õp/Q is the velocity of point P relative to point Q. I want you to use these ideas to solve the following problems. 1. The figure below shows a view from above of a large boat in the middle of the ocean. So that the crew on the ship can get exercise on long journeys, there is a circular walking/running track on the back deck. CA B- -D Suppose that the radius of the track is R = 6 m, and a person is running on the track at a constant speed of v = 3m/s as measured with a stopwatch by a crew-mate on board the ship. Suppose the runner is running counter-clockwise around the track when viewed from above. Write the velocity vector of the runner in terms of basis (ê1, ê2) as perceived by a crew-mate on the ship. (a) What is the velocity vector when the runner is at point A? (b) What is the velocity vector when the runner is…
As the potential across the resistor increased, the current through the resistor increased. If the change in current is proportional to the voltage, the data should be in a straight line and it should go through zero. In these two examples how close is the y-intercept to zero? Is there a proportional relationship between voltage and current? If so, write the equation for each run in the form potential = constant x current. (Use a numerical value for the constant.)
01: Select the right answer for the following: The graph below describes the relationship between velocity and time for a moving object. Use this graph for questions 1 through 6. v (m/s) Ar t (s) 11 1. What is the acceleration at time t= 1 s? (A) 4 m/s? (B) 2 m/s? (C) -2 m/s? (D) -4 m/s? 2. What is the acceleration at time t = 8 s? (A) 4 m/s2 (В) -2 m/'s (C) -4 m/s (D) 0 m/s² 3. What is the acceleration at time t = 6 s? (A) I m/s² (B) 2 m/s? (C) -4 m/s² (D) 0 m/s? 4. What is the total displacement for the entire trip? (A) 18 m (B) 12 m (C) 6 m (D) 30 m 5. What is the total traveled distance for the entire trip? (A) 18 m (В) 12 m (C) 6 m (D) 30 m 6. Between what times does the object approach the origin at the constant speed? (A) 2 sec to 5 sec (B) 6 sec to 7 sec (C) 7 sec to 9 sec (D) 9 sec to 10 sec 7. An object is dropped from rest from the top of a 400 m cliff on earth. If the air resistance is negligible, what is the distance the object travels during the first 6 sec of its fill?…