Two shafts are connected by gears. The diameter of the two shafts is 1.5 in. They have the same shear modulus G=11.2*106 psi. The radius of two gears is 4 in and 2 in, respectively, as shown in the...


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Two shafts are connected by gears. The<br>diameter of the two shafts is 1.5 in. They have<br>the same shear modulus G=11.2*106 psi. The<br>radius of two gears is 4 in and 2 in,<br>respectively, as shown in the figure. The two<br>shafts are fixed at A and B, and supported by<br>bearings at C and D. With the torque and<br>geometries given in the figure, please<br>determine the maximum shear stress in each<br>shaft.<br>A<br>700 lb ft<br>E<br>3ft<br>4 in.-<br>2 in.<br>

Extracted text: Two shafts are connected by gears. The diameter of the two shafts is 1.5 in. They have the same shear modulus G=11.2*106 psi. The radius of two gears is 4 in and 2 in, respectively, as shown in the figure. The two shafts are fixed at A and B, and supported by bearings at C and D. With the torque and geometries given in the figure, please determine the maximum shear stress in each shaft. A 700 lb ft E 3ft 4 in.- 2 in.

Jun 11, 2022
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