The round shaft shown below is subjected to an axial impact/shock direct tensile load of F = 50000 N. A snap-ring groove is machined into the OD as shown and a hole is machined in the right end. %3D (a) What diameter can the hole be ("ID" on the drawing) so that the stress at the snap ring groove and the stress at the hole are equal? (b) Would the shaft be suitable for impact loading if it is made from SAE 1040 WQT 90 alloy steel? A Ø35 F F ID Ø41 RO.2 (TYP) 041 A SECTION A-A

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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1.
load of F = 50000 N. A snap-ring groove is machined into the OD as shown and a hole is
machined in the right end
The round shaft shown below is subjected to an axial impact/shock direct tensile
%3D
(a) What diameter can the hole be ("ID" on the drawing) so that the stress at the snap
ring groove and the stress at the hole are equal?
(b) Would the shaft be suitable for impact loading if it is made from SAE 1040 WQT 900
alloy steel?
A
ID
Ø35
F.
F
ID
| 041
RO.2 (TYP)
-041
A
SECTION A-A
Transcribed Image Text:1. load of F = 50000 N. A snap-ring groove is machined into the OD as shown and a hole is machined in the right end The round shaft shown below is subjected to an axial impact/shock direct tensile %3D (a) What diameter can the hole be ("ID" on the drawing) so that the stress at the snap ring groove and the stress at the hole are equal? (b) Would the shaft be suitable for impact loading if it is made from SAE 1040 WQT 900 alloy steel? A ID Ø35 F. F ID | 041 RO.2 (TYP) -041 A SECTION A-A
Expert Solution
Step 1: Approach

It is given that the stress at groove and the hollow part is equal, thus we will first look at the stresses at both these sections and then equal them to determine the internal diameter of the hollow part of the shaft. And in the second part it is given that the shaft is subjected to impact load but height of impact is not given, thus we will tale the height of impact to be zero. The impact stress produced in a body at zero height is equal to twice the normal stress. Thus, we will use these concepts to determine the solution of the above question as follows:

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