1. For the motion of the coupler relative to the fixed link of the four-link mechanism as shown in figure, locate the position of the centre of curvature of the point E using Bobillier theorem. 150 E B 300 C BC = 300 BE 150 (mm) 600 600 75° AD 300
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- Solve Prob. 7.10 assuming that the pick-up truck has front-wheel drive.The weight of the base is negligible Some vectors for calculations are below F K=30i+10j+5k N r OA=0.1k m r AB=0.05i−0.1j m r OK=0.05i−0.1j+0.4k m Calculate the moment of F K about Axis AB and Axis OA. This is not a robotics question117 The right-angle pipe OAB of Prob. 2/99 is shown again here. Replace the 750-N tensile force which the cable exerts on point B by a force-couple system at point O. Ans. R --5981 + 411j + 189.5k N Mo = -361i - 718j + 419k N m 1.2 m C 1.6 m 0.7 m 30 0.8 m Problem 2/117 2/118 In an afte
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- The weight of the motorcycle in the picture is 151 kg and the weight of the driver is 64 kg. The wheel and driver center of gravity G1 and G2 are located as shown. What is the required acceleration? Dimension l1 = 0,31 m and l2 = 0,23 mcan you pls help me solve this as for my understanding.. I am trying to answer exercises. subject: Statics •PLS ANSWER WITH COMPLETE SOLUTION •3 DEC PLACES •PROVIDE FREE BODY DIAGRAM (if applicable) •Correct UNITS 4. Determine the moment about the origin O of the force F = 2i + 3j -4k that acts at a point A. Assume that the position vector of A is (a) r = 3i -6j +5k, (b) r = i - 4j - 2k, (c) r = 4i + 6j -8k. Thank you. *I'll give your answer a LIKE for helping me.In the figure, the engine of a vehicle is shown as a representation.The crankshaft of the engine around the x-axis It rotates at 4000 rpm and its moment of inertia is 0.5 kgm2 .Moving in the y direction, the vehicle enters the curve with a radius of 70 m at a speed of 120 km/h. In the meantime, find the moment coming to the motor bearings and interpret its effect on the vehicle.