Calculate the minimum length of a parallel key for a gear which is to be mounted on a 60 mm diameter shaft. The key is made from a material with an ultimate tensile strength, Suts = 470 MPa and a yield strength of Sy = 390 MPa. The gear transmits a torque of 1800 Nm and has a hub length of 90mm. Include a safety factor of 3 and use ANSI recommendations for width of key. An oil pipeline with a diameter of 300 mm operates at a pressure of 40 MPa. The maximum allowable stress in the pipe is 350 MPa. Using a safety factor of 2.5, calculate the required thíckness of the pipeline.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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a) Calculate the minimum length of a parallel key for a gear which is to be mounted on a 60
mm diameter shaft. The key is made from a material with an ultimate tensile strength, Suts =
470 MPa and a yield strength of Sy = 390 MPa. The gear transmits a torque of 1800 Nm
and has a hub length of 90mm. Include a safety factor of 3 and use ANSI recommendations
for width of key.
b) An oil pipeline with a diameter of 300 mm operates at a pressure of 40 MPa. The maximum
allowable stress in the pipe is 350 MPa. Using a safety factor of 2.5, calculate the required
thickness of the pipeline.
Transcribed Image Text:a) Calculate the minimum length of a parallel key for a gear which is to be mounted on a 60 mm diameter shaft. The key is made from a material with an ultimate tensile strength, Suts = 470 MPa and a yield strength of Sy = 390 MPa. The gear transmits a torque of 1800 Nm and has a hub length of 90mm. Include a safety factor of 3 and use ANSI recommendations for width of key. b) An oil pipeline with a diameter of 300 mm operates at a pressure of 40 MPa. The maximum allowable stress in the pipe is 350 MPa. Using a safety factor of 2.5, calculate the required thickness of the pipeline.
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