16–34. For a short time a motor of the random-orbitsander drives the gear A with an angular velocity ofwA = 40(B + 6t) rad/s, where t is in seconds. This gear isconnected to gear B, which is fixed connected to the shaftCD. The end of this shaft is connected to the eccentricspindle EF and pad P, which causes the pad to orbit aroundshaft CD at a radius of 15 mm. Determine the magnitudes ofthe velocity and the tangential and normal components ofacceleration of the spindle EF when t = 2 s after startingfrom rest.40 mm10 mmD15 mm

Angular velocity of gear A is ωA=40t3+6t rad/s here, t is the time Substitute values in the above…

Answered: 16–34. For a short time a motor of the…

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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Q3) 16-45. Determine the velocity of rod R for any angle e of the cam C if the cam rotates with a constant angular velocity w. The pin connection at O does not cause an interference with the motion of A on C.
The 250 g disk shown spins at the rate w1 = 750 rpm, while axle AB rotates as shown with an angular velocity ω2 of 6 rad/s. Find the Kinetic energy of the disk with this information.
Q8
19–33. The 80-kg man is holding two dumbbells while standing on a turntable of negligible mass, which turns freely about a vertical axis. When his arms are fully extended, the turntable is rotating with an angular velocity of 0.5 rev/s. Determine the angular velocity of the man when he retracts his arms to the position shown. When his arms are fully extended, approximate each arm as a uniform 6-kg rod having a length of 650 mm, and his body as a 68-kg solid cylinder of 400-mm diameter. With his arms in the retracted position, assume the man is an 80-kg solid cylinder of 450-mm diameter. Each dumbbell consists of two 5-kg spheres of negligible size. -0.20 m 0.65 m 0.3 m H0.3 m Prob. 19–33
1- The bucket is hoisted by the rope that warps around a drum wheel. If the angular displacement of the wheel is 9 =(3t2-7t) rad, where t is in seconds, determine the velocity and acceleration of the bucket when t= 5 sec
The disk of radius r is confined to roll without slipping at A and B as shown in (Figure 1). Figure A 2v 1 of 1 Part A If the plates have the velocities shown, determine the angular velocity of the disk. Express your answer in terms of some, all, or none of the variables r and v. Enter positive value if the angular velocity is counterclockwise and negative value if the angular velocity is clockwise. Submit VE ΑΣΦ | 11 | vec Provide Feedback Request Answer ? Next >
If the operator initially pushes the pedals at 20 rev/min and then initiates an angular acceleration of 6 rev/min2, determine the angular speed of the flywheel F (in rev/min) after the pedal has rotated 2 revolutions. Note that the pedal arm is connected to the chain plate A, which, when turning, drives the tethered pulley B through a coupling gear D. The belt wraps around the tethered pulley and then drives pulley E and the fixed flywheel. . B D "A = 125 mm "D = 20 mm "B = 175 mm "E = 30 mm F
Draw the impulse-momentum diagram and line of action for e. Solve for the following: 1. Determine the angular velocity of the slender bar (B) immediately after impact. angular velocity of A = 57.1 rad/s since there is no external torque 2. Determine the linear velocities of both the sphere (A) and the slender bar (B) immediately after impact at their centroids ANSWERS I GOT BUT ARE INCORRECT: (the unit is given) angular velocity of the slender bar (B) immediately after impact: 8.089 rad/s , 18.49 rad/s linear velocity of the sphere (A) immediately after impact at the centroid: 0.485 rad/s^2, 0.16 rad/s^2, 2.11 rad/s^2 linear velocity of the slender bar (B) immediately after impact at the centroid: 0.485 rad/s^2, 0.49 rad/s^2, 2.21 rad/s^2
A9
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C16-3. The bi-fold hangar door is opened by cables that move upward at a constant speed of 0.5 m/s. Determine the angular velocity of BC and the angular velocity of AB when e = 45°. Panel BC is pinned at C and has a height which is the same as the height of BA. Use appropriate numerical values to explain your result.
b) Find the angular velocity and angular acceleration of disc B shown below, which is spinningatthe constant rate of ω2 = 90/πrpm. The disc is attached to collar A, which is rotating at the angular speed of ω1 = 5/π rpm, with the angular speed increasing at 0.5/π rpm/sec. Rod AB which connects the disc to the collar ispinned to the collar at A. The rod makes an angle of θ = 300 with the vertical, which is increasing at a constant rate of20/π0/sec.Express theAngularvelocityAcceleration of the disc in terms of a reference frame attached to thecollar.

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