For the compressor linkage in the belwo figure, at the instant shown, the crank is rotating clockwise at 1800 rpm and accelerating at 12, 000 rad/s. Use the relative acceleration method to analytically determine the linear velocity and linear acceleration of the piston.

Please use instantaneous center of rotation, or vector diagram to solve for the velocity of C.

Find the acceleration of points A and B also the angular accelerations of links 3 and 4 using Relative Acceleration Method. Input link has constant angular velocity. Note that the drawing is not in scale. @2=1 rad/s 02 O 2 30° A 3 B (0) 04 02A=4" AB=7" 0204=9" 04B-8"

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Draw a six-bar linkage mechanism used for holding an industrial stirrer. Points A, B, and E are on a straight line on link 2. Points B, C, and G are on a straight line on link 3. The input link 2 rotates with a constant angular velocity a of 3 rad/s (cw) at the instant. O2=0 (a) Complete the acceleration polygon according to the drawing scale given, and find the angular accelerations Oy, 04, as, and as of links 3, 4, 5, and 6, and the acceleration Ap of point F. The position of link 2 is given as input. Write down the vector loop equations of the linkage for analytical position analysis and identify the unknowns in the equations. Note: Round off all your answers to two decimal places. Dimensions: AB= 40.00 mm BE = 20.00 mm BC = 33.54 mm CG= 33.54 mm CD = 18.03 mm EF = 43.00 mm FG = 29.15 mm

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A piston, connecting rod and crank mechanism is shown in the diagram. The crank rotates at a constant velocity of 300 rad/s. Find the acceleration of the piston and the angular acceleration of the link BC. The diagram is not drawn to scale. 300 rad/s A 600 50 mm 777//// 170 mm

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A wheel rotating with 17 rev/s is uniformly accelerated at 0.5 rad/s² for 5 seconds. It then rotates with a uniform speed for next 7 s. Then it is made to stop in next 15 s. Determine (i)maximum angular velocity; (ii) total angular displacement (Enter only the values in the boxes by referring the units given . Also upload the hand written copy in the link provided) Solution: The maximum velocty in rad/s is The total displacement in rad is