In the figure below is a proposed shaft design. The shaft is designed with a motor attached to the overhang (right side) with a flexible coupling, The motor provides a torque of 2500 lbf-in at a speed of 1200 rpm. A spur gear with a 20° pressure angle and a pitch diameter of 4 in is located at the key seat in between the two bearings and supposed to transmit the power out. A ball bearing and cylindrical bearing are planned for the left and right support respectively. 1) Determine the minimum fatigue factor of safety by evaluating at any critical locations. Use the DE-ASME Elliptic fatigue criterion. 2) Compute the deformation using an approximated shaft of 1.875 in uniform diameter, and determine if it has adequate rigidity by comparing against the number given in table 7-2. 1.574 0.354 8 0.453 1.875 1.875 1.574 1.500 11
In the figure below is a proposed shaft design. The shaft is designed with a motor attached to the overhang (right side) with a flexible coupling. The motor provides a torque of 2500 lbf·in at a speed of 1200 rpm. A spur gear with a 20° pressure angle and a pitch diameter of 4 in is located at the key seat in between the two bearings and supposed to transmit the power out. A ball bearing and cylindrical bearing are planned for the left and right support respectively.
-
Determine the minimum fatigue factor of safety by evaluating at any critical locations. Use the DE-ASME Elliptic fatigue criterion.
-
Compute the deformation using an approximated shaft of 1.875 in uniform diameter and determine if it has adequate rigidity by comparing against the number given in Table 7-2.
![In the figure below is a proposed shaft design. The shaft is designed with a motor
attached to the overhang (right side) with a flexible coupling, The motor provides a
torque of 2500 lbf-in at a speed of 1200 rpm. A spur gear with a 20° pressure angle and a
pitch diameter of 4 in is located at the key seat in between the two bearings and supposed
to transmit the power out. A ball bearing and cylindrical bearing are planned for the left
and right support respectively.
1) Determine the minimum fatigue factor of safety by evaluating at any critical
locations. Use the DE-ASME Elliptic fatigue criterion.
2) Compute the deformation using an approximated shaft of 1.875 in uniform diameter,
and determine if it has adequate rigidity by comparing against the number given in
table 7-2.
1.574
0.354
8
0.453
1.875
1.875
1.574
1.500
11](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1c63ea17-a87b-49c1-b445-5bb6b769a60f%2Fd4b13a83-7d03-4dca-ac4c-cf2500c9b3b8%2Fzp18z6_processed.png&w=3840&q=75)
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