Question

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
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 equ
a) Angular velocity of link BD: b) Angular velocity of link DC: rad/s rad/s Write the equations for accelerations and solve t
Angular acceleration of link BD: rad/s2 Angular acceleration of link DC : rad/s2 Magnitude of joint acceleration and COM:
a) Linear acceleration of B: m/s2 b) Linear acceleration of D: m/s2 c) Linear acceleration of Gl-center of mass link AB: d) L
0 0
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Answer #1

laithe Coordinate of all joints unite in na com. and All A = (0,0)., B=(!!), 0-[Q,1] - Q,0), G. - [0.5, 0.5] G2 = (105,), 63-BD یا Find the velocity at 6 wing vo - Tot To so Jolie Elo 9+ 10 î] to BA -10 i + [lot wool ?> wsing liv De + كما ) . et roleFind the Acceleration at B . AB ao = 0 +0 - (101 [ ง) + To - 100 100 min 3 Find the Acceleration at b. 3x3 DIA co Paolo + 200compare saucetione 6 and a in component. 100 rad sec, counter cloaktive direction (ecol 9 - components -100 + 2BD Too Rooz,o]the Find mago itude of acceleration of Gi. of As. lal= 5€50)+ (-50% ni 70.7 mleeat Find the acceloration of & of lenk BD a =Acceleration of the of Find the dent Co. 18 à 63 act 4 Y CO = 0 + (100 fx og î] -(107)(0-5 ] -[- 50 - - 50 Ì I mlecen Find th

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