In the planetary gear system shown, the radius of gears A, B, C, and D is 30 mm and the radius of the outer gear E is 90 mm. Knowing that gear E has an angular velocity of 180 rpm clockwise and that the central gear A has an angular velocity of 240 rpm clockwise, determine (a) the angular velocity of each planetary gear, (b) the angular velocity of the spider connecting the planetary gears.

The four bar linkage in Fig. 2 is driven by link 2 at constant angular velocity of 300rpm ccw. Determine angular velocity of link 3, absolute velocity of point E and C when B=30° 25 mm A B B 110 mm. 100 mm. Fig. 2 40 mm 65 mm D E A

Dynamic question

The mechanism shown is composed of rod GPV pin-connected to rod DPE at point P. Knowing that the velocity of V is 4 m/s downwards, A. Redraw bar GPV and determine its instantaneous center of rotation (label it as point C). Specify all angles and distances needed. B. Determine the angular velocity of rod GPV. C. Determine the velocity of point P. D. Redraw bar DPE and determine its instantaneous center of rotation (label it as point C). Specify all angles and distances needed. E. Determine the angular velocity of rod DPE. Use IC method. Please don't show me the answer in chegg. I think there is an error

The outer gear A rotates with an angular velocity of 1.5 rad/s counterclockwise. Knowing that the angular velocity of the intermediate gear B is 3 rad/s clockwise, determine: 1. The angular velocity of the arm ABC 2. The angular velocity of the outer gear C. ,5 in. ంహా 10 in. -15 in.- 15 in.- 10:04 PM ENG 4/17/2021