To answer this question, i have used instantaneous center method and I have also used velocity diagram. I hope you already know about them.
The detailed method of solution is as follows -
10 rad 2) Explain, in words and equations (DO NOT SOLVE) as to how you would...
How would you apply the Instantaneous velocity center to solve
this problem?
5. (20) For the mechanism shown, the angular velocity of link AB is QAB = 2 rad/s clockwise For the position indicated, determine the angular velocities of links BC and CD and the velocity of point C Ans. BC 1.386 rad/s, aCD = 1.732 rad/s, vc 60 mm В WAB=2 rad/s 0.1386 m/s 80 mm 30 D 50 mm
In your own words, in about 4-5 sentences, explain how you would solve a typical equilibrium problem. List all the steps, and describe the equations/mathematics you would use, but do not actually write down the equations.
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...
1. The bar AB rotates at constant 10 rad/s (a = 0 rad/s?) in the counterclockwise direction Determine: B D 0 1 1 m -450 S C 1 m 1 m Write the coordinates of all joints and COM. Assume the COM is in the center of each link: A B D С GI G2 G3 X у Write the equations for velocities and solve the system of equations (25 pts): a) Angular velocity of link BD: b) Angular velocity...
5.00 in 5. Arm AB has a constant angular velocity of 2 rad/s clockwise, determine: a) the velocity of point B b) the angular velocity of bar BC c) the angular velocity of bar CD c) the velocity of the point C d) the acceleration of point B e) the angular acceleration of bar BC f) the angular acceleration of bar CD. (40) D o 8.00 in 60° B 3.00 in
Please explain the equations you use.
16-65. If disk D has a constant angular velocity wD = 2 rad/s, determine the angular velocity of disk A at the instant 0 = 60°. Α B 0.5 ft 450 2 ft WD C 30% 0,75 ft D
16-65. If disk D has a constant angular velocity wD = 2 rad/s, determine the angular velocity of disk A at the instant 0 = 60°. Α B 0.5 ft 450 2 ft WD C...
The Bar AB shown, has a counterclockwise angular velocity of 10 rad/s. Determine the velocity of the slider of c and the angular speed of BC, by the method of instantaneous center of rotation (all numbers are in inches)
8 pulg -6 pulg 10 rad/s B 4 pulg с
explain how you would solve a typical equilibrium problem. List the steps, and describe the equations/mathematics you would use, but do not actually write down the equations.
bar ab shown has a counterclockwise angular velocity of 10 rad /
s. Determine the speed of the slide c and the angular speed of BC,
by the method of the instantaneous center of rotation or relative
speeds
8 pulg -6 pulg 10 rad/s B 4 pulg с
Solve for the angular velocity of link BC in rad/s. You may assume point C is moving in the -y direction and point B moves in the x-direction. у ФСВ 0.2 m Vc = 2 m/s IB/C B VB 0.2 m