3. A system of four non-coplanar weights is arranged on a shaft (the angles and lengths...
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3. A system of four non-coplanar weights is arranged on a shaft (the angles and lengths on the figure are arbitrary). i. www ii. Link 1 mA 2 3 4 m1 -L2 L3. m2 -L4- -LB- The shaft rotates at 100 rpm. Assume the following data. m (kg) 5.5 4.5 5 3.5 m3 m4 mB R (m) 4 4 3.5 6 mB m4 m1 RB R4 R1 m3 0 (degrees) 20 95 190 300 R2 RA m2 mA L 3 5 8 9 Determine the mr products and angles of the counterweights in correction planes A and B needed to dynamically balance the system. Assume that the correction planes are 10m apart. Redraw the two views of the system according to the given data and the solution. 3. A system of four non-coplanar weights is arranged on a shaft (the angles and lengths on the figure are arbitrary). i. www ii. Link 1 mA 2 3 4 m1 -L2 L3. m2 -L4- -LB- The shaft rotates at 100 rpm. Assume the following data. m (kg) 5.5 4.5 5 3.5 m3 m4 mB R (m) 4 4 3.5 6 mB m4 m1 RB R4 R1 m3 0 (degrees) 20 95 190 300 R2 RA m2 mA L 3 5 8 9 Determine the mr products and angles of the counterweights in correction planes A and B needed to dynamically balance the system. Assume that the correction planes are 10m apart. Redraw the two views of the system according to the given data and the solution.
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Related Book For
College Physics
ISBN: 978-0495113690
7th Edition
Authors: Raymond A. Serway, Jerry S. Faughn, Chris Vuille, Charles A. Bennett
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