The offset slider crank mechanism is shown in the figure when 02-120 and constant angular velocity...
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The offset slider crank mechanism is shown in the figure when 02-120° and constant angular velocity is o2=18 rad/s cw. The masses and mass moment of inertia of the links are m2=2.5 kg, m3-7.4 kg, m4-2.5 kg, IG2=0.005 N.m.s and IG3=0.0136 N.m.s. The linear and angular acceleration of the links are az=77.18 rad/s ccw, Ag-25.16 20° m/s?, AG3=16.52 L- 28.85° m/s?. The external forces acting at points B and C are FB= -2000i N and Fc=-1000i N, respectively. For the mechanism, G3 0, G2 B, GA a = 0.06 m, RAO, = 0.1 m, RBA = 0.38 m, Oc = 32°, RCA = 0.4 m, a = 22°, and RG3A = 0.26 m. 03=337°, x-0.30058 m a) Use analytical solution method, make a complete dynamic analysis and calculate all constraint forces acting on the links b) Determine the shaking force and the shaking moment The offset slider crank mechanism is shown in the figure when 02-120° and constant angular velocity is o2=18 rad/s cw. The masses and mass moment of inertia of the links are m2=2.5 kg, m3-7.4 kg, m4-2.5 kg, IG2=0.005 N.m.s and IG3=0.0136 N.m.s. The linear and angular acceleration of the links are az=77.18 rad/s ccw, Ag-25.16 20° m/s?, AG3=16.52 L- 28.85° m/s?. The external forces acting at points B and C are FB= -2000i N and Fc=-1000i N, respectively. For the mechanism, G3 0, G2 B, GA a = 0.06 m, RAO, = 0.1 m, RBA = 0.38 m, Oc = 32°, RCA = 0.4 m, a = 22°, and RG3A = 0.26 m. 03=337°, x-0.30058 m a) Use analytical solution method, make a complete dynamic analysis and calculate all constraint forces acting on the links b) Determine the shaking force and the shaking moment
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Vector Mechanics for Engineers Statics and Dynamics
ISBN: 978-0073212227
8th Edition
Authors: Ferdinand Beer, E. Russell Johnston, Jr., Elliot Eisenberg, William Clausen, David Mazurek, Phillip Cornwell
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