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- 3) Link AB of a robotic arm is rotating at a constant speed of 4 rad/s, while link BC is rotating at 5 rad/s, a speed that is increasing at the rate of 2 rad/s². Find the magnitudes of the velocity and acceleration of point C when AB is vertical and BC is horizontal, as shown here. 2.0 ft 1.5 ft B WAB A WBC = 5 rad/s αBC = 2 rad/s² = 4 rad/s CFor my exam reviewer: (DYNAMICS) A flywheel has its angular speed increased uniformly from 18 rad/s to 75 rad/s in 80 s. If the diameter of the wheel is 3.5 ft, determine the magnitudes of the normal and tangential components of acceleration of a point on the rim of the wheel when t = 80s, the magnitude of the acceleration, and the total distance the point travels during the time period. Find: total distance (in ft) *Do show full solution. Thank you so much.(b) The disc in Figure 3.2 has diameter 1 m and is rolling on the level ground with angular velocity 4 rad/s. Bar AB has length 1 m and is attached to the disc at A, while B slides on the ground. Determine the angular velocity of bar AB and the velocity of point B. 4 rad/s 1 m 1 m Figure 3.2
- 1. Shown below is a power hacksaw. At this instant, the electric motor rotates counterclockwise and drives the free end of the motor crank (point B) at a velocity of 12 in./s. Additionally, the crank is accelerating at a rate of 37 rad/s2. 15° B 30° 1.75" az (a) a. Draw the Acceleration Polygon. b. Find the relative Acceleration of C with respect to B. c. Locate all the Instantaneous Centers.Find the distance covered by object A in 10 seconds . Its initial velocity V1 = 15 m/s and its acceleration 2 m/s2 : You can use the formulae V2 - V1 = at V22 - V,² = 2 a s S = V, t + 0.5 a t2 :Choose the correct answer :Select one a. 250 m b. 30 m c. 1800 m d. 450 mAccording to the figure (flywheel rotated about its center), the normal acceleration an of point A is - r = 800 mm O 50 m/s2 O 5000 m/s2 O 80 m/s2 O 2.4 m/s2 500 mm x=3rad/s² W = ₁0 rad/s
- A particle is moving in a circular path with a constant angular acceleration of 3 rads-2, and its tangential acceleration is 6 ms-2 in magnitude. At a particular instant, the particle has a tangential velocity of 9 ms-1. What is the magnitude of the angular velocity at that instant ?A flywheel starts from rest and uniformly accelerated at 0.1rev/s² for 25 seconds, It then rotates with uniform velocity for next 20 revolutions Calculate ()maximum angular velocity: (ii) total time taken. (Enter only the values in the boxes by referring the units given in bracket. Also upload the hand written copy in the link provided) 17 Solution 1.The maximum angular velocity in (rad/s) is 2.The total time taken in (seconds) isFor my exam reviewer: (DYNAMICS) A flywheel has its angular speed increased uniformly from 18 rad/s to 75 rad/s in 80 s. If the diameter of the wheel is 3.5 ft, determine the magnitudes of the normal and tangential components of acceleration of a point on the rim of the wheel when t = 80s, the magnitude of the acceleration, and the total distance the point travels during the time period. Find: a.) tangential acceleration (in rad/s^2) b.) normal acceleration (in rad/s^2) c.) acceleration (in rad/s^2) *Do show full solution. Thank you so much.
- A shaft starts from rest and uniformly accelerated at 0.7rev/s2 for 40 seconds, It is then made to stop in next 40 seconds Calculate (i)maximum angular velocity; (ii) total angular displacement. 1.The maximum angular velocity in (rad/s) is 2.The total angular displacement in (rad), θ=Advanced Applied Mathematics - Circular Motion 1. When an airplane touches down at 1 = 0, a stationary wheel is subjected to a constant angu- lar acceleration a = 110 rad/s until / = 1 s. (a) What is the wheel's angular velocity at t = 1 s? (b) At 1 = 0, the angle 0 = 0. Determine 9 in radians and in revolutions at / = 1 s. 2. A small box B of mass mkg is placed on a rough horizontal rotating disc. B is metres from the centre of rotation as shown in Fig. 1 below. The coefficient of friction between the disc and B is u. Find, in terms of u, r and g, the maximum speed v that can be given to B without it slipping. 3. One end of a light inextensible string of length L metres is attached to a fixed point C. A small brass hall RoAt time zero, a particle is at x = 4.0 m and y = 3.0 m and its velocity v is given in diagram H. The particle has a uniform acceleration a of given by the equation in diagram H. What is the object’s position at time t = 4.0 s? SEE ATTACHED DIAGAM WHICH ONE IS CORRECT? A. None of the other answers B. (20, -21) m C. (33, 18) m D. (44, -9.0) m