For the mechanism shown below, WAB = 3 rad/s counter clockwise and QAB = 14 rad/s2...
Movement of the solenoid plunger shown in the figure below gives pin A of the mechanism a velocity of 75 mm/s horizontally to the right for some short interval of its motion. For this instant, determine angular velocity was using the method of instant centres. Horizontal distance AD = 320 mm, vertical distance BD = 105 mm and CD = 105 mm. CD - AD Answer: Check (Continued from the previous question) For the mechanism above, determine angular velocity WCD-...
The mechanism shown in the figure below has rigid links pivoted at A, B, C and D. The link BCE is a rigid plate. The dimensions of the links are BC = 110 mm BE 70 mm CE 60 mm CD 30 mm AB = 50 mm At the instant when both angles ABC and BCD are 90°, the link AB has a clockwise angular velocity of 40 rad/s. Determine the angular velocity of link BCE A Determine the angular...
The bar shown in figure below can rotate around the axis indicated by the dot counter clockwise. If a net torque of 3.5 N.m is experienced by the bar about the axis. (a) Draw a free body diagram, showing all horizontal and vertical forces acting on the bar. (b) Calculate the acting force F on the bar in N. (c) Calculate the angular acceleration in rad/s2 if the moment of inertia of the bar's is 0.5 kg.m?
Question 7 8 pts A disk is rotating at 21 rad/s counter-clockwise about its center and a constant angular acceleration of 4 rad/s? is applied to it clockwise. After 0.69 seconds, what is its rotational kinetic energy about its center if c 1/2, the mass of the disk is 4 kg, and its radius is 0.74 meters? Answer in Joules.
Q2. Rod OAB is rotating counter clockwise with the constant angular velocity a:# 5 rad/s. In the position shown, collar P is sliding toward A with the speed of 0.8 m/s, increasing at a rate of 8 m/s2, both measured relative to the rod. Determine te acceleration of P in this position. α)
2. The crank AB rotates counter-clockwise with the angular velocity of 10 rad/s. The piston is displaced with da = 7.803 in from home position Co. The home position of the piston is yco = 43.803”. The unit vector of the sliding direction is: u Determine: (50 pts) u © - = 7.803 in DO-+c 2 in 24 in в (о 12 in А Write the coordinates of all joints and COM. Assume the COM is in the center of...
(30 Points) Question 3: For the instant shown, link OA has a constant angular velocity wod=4 rad/s CCW, while link AB has an angular velocity of our l rad's CW. Determine (a) the angular acceleration of link AB, QAB. (b) the acceleration vector of point B, as. 15 WAB OA - 200 mm AB-400 mm БА WOA 750 o Kinematic Diagram of link OA Show position vector and acceleration component vectors Kinematic Diagram of link AB Show position vector and...
Part A
Q1: The crank OP of a mechanism as shown in figure below rotates uniformly at 60 rpm counter-clockwise. Various links have following dimensions: OP = 50 mm; RQ= 200 mm; RS = 200 mm; PR = 300 mm a) Make appropriate scale to draw position diagram using graphical method. b) Find the linear velocities (mm/sec) and angular velocities (rad/sec) for all links and draw velocity diagram. c) Find the tangential accelerations (mm/sec) and radial acceleration (mm/sec) and angular...
Consider the mechanism shown below; 300 mm AB 3 rad/s 500 m 200 mm 0 At the instant shown, link AB is rotating with a constant angular velocity of 3rad/s (as indicated) On the answer sheet provided, draw the location of the instant centre of rotation of link BC at this moment. [1 Mark] Calculate the velocity and acceleration of point B in i and j components. [2 Marks] Calculate the velocity of point C in terms of T and...
DYNAMICS
An internal combustion engine slider-crank mechanism is shown in the figure. Crank AB rotates in selected clockwise positive direction as shown. Piston position is Y=AD. e(t) is angular position of the crank, ó(t) is angular velocity of the crank, ő is angular acceleration of the crank, y Р D 150 mm А e B - - X 50 mm 5) Crank AB rotates starting from rest with a constant angular acceleration of 0.25 rad/sec? ( = 0.25 rad/sec? )...