Question (2) The followings are the compression spring particulars in slip clu Compression Spring Particulars Cy of SAE 6150 G, of Cr-Mo-Ni Steel 1600 MPa Axial force Spring mean Diameter | 25 mm Spring index | 1000 N 1400 MPa 8 FDK Shear stress in spring wire 8 FD'N Y=. No. of active turns, N 10 Modulus of rigidity of spring material, G Spring deflection 8 x 10* MPa Wahl factor, K 1.3 1. Calculate the shear stress in spring wire. 2. Choose the suitable spring material. . 3. Calculate the spring stiffness. hee length

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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Question (2)
The followings are the compression spring particulars in slip clutch unit. You are asked to:-
Axial force
Spring mean Diameter 25 mm
Compression Spring Particulars
Og of SAE 6150
O, of Cr-Mo-Ni Steel
1600 MPa
1400 MPa
8 FDK
1000 N
Spring index
Shear stress in spring wire
5
8 FD3N
Y=
Gdt
No. of active turns, N
Modulus of rigidity of
spring material, G
Spring deflection
10
8 x 10* MPa Wahl factor, K
1.3
1. Calculate the shear stress in spring wire.
2. Choose the suitable spring material. .
3. Calculate the spring stiffness.
4. Determine the spring length in the system in working condition if the spring free length is
100 mm.
5. Recalculate the shear stress in spring wire if the axial force increases to 2000 N without
changing the spring material (obtained in no. 2). Comment on your results.
Transcribed Image Text:Question (2) The followings are the compression spring particulars in slip clutch unit. You are asked to:- Axial force Spring mean Diameter 25 mm Compression Spring Particulars Og of SAE 6150 O, of Cr-Mo-Ni Steel 1600 MPa 1400 MPa 8 FDK 1000 N Spring index Shear stress in spring wire 5 8 FD3N Y= Gdt No. of active turns, N Modulus of rigidity of spring material, G Spring deflection 10 8 x 10* MPa Wahl factor, K 1.3 1. Calculate the shear stress in spring wire. 2. Choose the suitable spring material. . 3. Calculate the spring stiffness. 4. Determine the spring length in the system in working condition if the spring free length is 100 mm. 5. Recalculate the shear stress in spring wire if the axial force increases to 2000 N without changing the spring material (obtained in no. 2). Comment on your results.
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