Given a slider-crank linkage with link lengths of L= 35.0 mm, L= 48.0 mm, L= 185 mm, 0,= 270, and 8-0. Also, Lot 150 mm, L=72.0 mm, and = 50.6" counter clockwise. For the current position of 82 135°, the angle 0, and the length L are -21.9 and 137.7 mm as shown in Figure Q3. Determine the location of coupler point, P, relative to the origin at bearing A..

Show how you would find the velocity of each point (no values given just the equation) for an overlapping/superimpose 4 bar linkage. Find the equation for 0 degree.​​​​​​​

Given the following dimensions for this four-bar linkage mechanism, determine 03 and 04 analytically, not graphically. 0₂04 = 100 mm O₂A = 40 mm AB = 80 mm O4B = 110 mm 1 2 30° 3 B 4 1 OA

DOF for the following mechanism is .3 2

Solve the problem. A 11-in. connecting rod in an engine connects the wrist pin of a piston at point A to the end of a second rod at point on the crankshaft. As the piston moves forward and back, the crankshaft is turned counterclockwise around point C. The stroke length of the engine is the distance that the piston travels (one way) with its cylinder. If the stroke length is 4 in., and the engine turns at 600 rpm, write a model representing the distance d (in inches) from A to the center of the crankshaft Cas a function of time t (in minutes). Assume that at t = 0, the piston is at its farthest point from the crankshaft. B B C C B A A stroke length

Q3 / Draw the following spring with all dimensions in sheet (write down all the equations you used in the :drawing if found) D1 70 mm D2 50 mm L 125 mm d 10 mm Pitch 25 mm

MANUFACTURING COMPONENT DESIG

Please solve this problem, Thank you

Draw the figure and show your solutions. PLEASE ANSWER IT ASAP FOR AN UPVOTE.   Shafts A and B are connected by rolling cones and are turning in the same direction. A makes 450rpm while B makes 150rpm. Angle between them is given as 45°. Calculate the cone angle of each cone and the diameter of each base if the base of cone B is 5inches from the vertex

The length of the links are known for the mechanism shown in Figure. The angle of driver link 1 with the horizontal is ϕ= ϕ1 and the angular speed of driver link 1 is n = n1. The input data for ten cases are given in the table in Figure. Determine:a) the number of DOF of the mechanism.b) the positions of joints B, C, D, and E for a complete rotation of driver link 1,ϕ=[330°].c) the linear velocities of joints B, C, D, E and the angular velocities of links 2,3, and 4 for a complete rotation of driver link 1, ϕ=[ 330°].d) the linear accelerations of joints B, C, D, E, and the angular accelerations of links 2,3, and 4 for a complete rotation of driver link 1, ϕ=[ 330°].