The drive shaft of a car is subjected to both bending and torsion. The torque, T, is constant at 400 Nm and the bending moment has the following cycle parameters: mean moment of Mm = 250 Nm and alternating moment of Ma = 800 Nm. The shaft is forged from high-carbon steel with an ultimate strength Sut = 615 MPa and endurance limit Se' = 307.5 MPa. The reliability must be 90% and the safety factor is nf = 2.6. For the analysis of the stress concentration, assume the proportions shown in the figure and a size factor kb = 0.9. To evaluate the factors kt, kts, q and qs, it is recommended to use Excel spreadsheets. Calculate the first estimate of the minimum shaft diameter (d) in millimeters using the Goodman criterion. 1≥4 D/d = 1.33 r/d = 0.25 r> 4 mm (To evaluate q and q₁, it is initially recommended r = 4 mm)

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The drive shaft of a car is subjected to both bending and torsion. The
torque, T, is constant at 400 Nm and the bending moment has the
following cycle parameters: mean moment of Mm = 250 Nm and
alternating moment of Ma = 800 Nm.
The shaft is forged from high-carbon steel with an ultimate strength Sut
= 615 MPa and endurance limit Se' = 307.5 MPa. The reliability must be
90% and the safety factor is nf = 2.6. For the analysis of the stress
concentration, assume the proportions shown in the figure and a size
factor kb = 0.9. To evaluate the factors kt, kts, q and qs, it is
recommended to use Excel spreadsheets. Calculate the first estimate of
the minimum shaft diameter (d) in millimeters using the Goodman
criterion.
1≥4
D/d = 1.33
r/d = 0.25
r> 4 mm (To evaluate q and q₁, it is initially recommended r = 4 mm)
Transcribed Image Text:The drive shaft of a car is subjected to both bending and torsion. The torque, T, is constant at 400 Nm and the bending moment has the following cycle parameters: mean moment of Mm = 250 Nm and alternating moment of Ma = 800 Nm. The shaft is forged from high-carbon steel with an ultimate strength Sut = 615 MPa and endurance limit Se' = 307.5 MPa. The reliability must be 90% and the safety factor is nf = 2.6. For the analysis of the stress concentration, assume the proportions shown in the figure and a size factor kb = 0.9. To evaluate the factors kt, kts, q and qs, it is recommended to use Excel spreadsheets. Calculate the first estimate of the minimum shaft diameter (d) in millimeters using the Goodman criterion. 1≥4 D/d = 1.33 r/d = 0.25 r> 4 mm (To evaluate q and q₁, it is initially recommended r = 4 mm)
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