An intermediate shaft is running at constant speed as shown in Figure 3. The shaft to be made from AISI1040 cold rolled. The shaft is subjected to torque which is fluctuates from Taas to 0.5 Tmax torque in phase with a steady bending. The reliability is 90% and stress concentration factor Kt 1.5 for bending and Ky-2 for torsion for 3 mm fillet radius. a. Use modified Goodman theory to determine the minimum shaft diameter required to obtain the fatigue factor of safety of 2.5 b. Calculate Langer first -cycle-yielding factor of safety F.- 6 KN R75 mm 150 mm RS0 mm 350 mm F;# 9 kN 250 mm
An intermediate shaft is running at constant speed as shown in Figure 3. The shaft to be made from AISI1040 cold rolled. The shaft is subjected to torque which is fluctuates from Taas to 0.5 Tmax torque in phase with a steady bending. The reliability is 90% and stress concentration factor Kt 1.5 for bending and Ky-2 for torsion for 3 mm fillet radius. a. Use modified Goodman theory to determine the minimum shaft diameter required to obtain the fatigue factor of safety of 2.5 b. Calculate Langer first -cycle-yielding factor of safety F.- 6 KN R75 mm 150 mm RS0 mm 350 mm F;# 9 kN 250 mm
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:Question Three
An intermediate shaft is running at constant speed as shown in Figure 3. The shaft to be made from
AISI1040 cold rolled. The shaft is subjected to torque which is fluctuates from Tas to 0.5 Trux torque
in phase with a steady bending. The reliability is 90% and stress concentration factor Ki = 1.5 for
bending and Ks = 2 for torsion for 3 mm fillet radius.
a. Use modified Goodman theory to determine the minimum shaft diameter required to obtain
the fatigue factor of safety of 2.5
b. Calculate Langer first -cycle-yielding factor of safety
F. = 6 kN
R75 mm
R50 mm
150 mm
350 mm
F= 9 kN
250 mm
Figure 3
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