A helical spring made of oil hardened and tempered steel compression springs, made of circular wire, is subjected to an axial force, which varies from (2.5 KN) to (3.5 KN). Over this range of force, the deflection of the spring should be approximately (5 mm). The spring index can be taken as (5). The spring has square and ground ends. If ultimate tensile strength of (1050 N/mm2) and modulus of rigidity of (81370 N/mm2). The permissible shear stress for the spring wire should be taken as (50 %) of the ultimate tensile strength.Design the spring and calculate the following: 1. Wire diameter; 2. Mean coil diameter; 3. Number of active oils; 4. Total number of coils; 5. Solid length of the spring; 6. Free length of the spring; 7. pitch of coils (p); 8. Required spring rate; 9. Actual spring rate; and 10. Draw a neat sketch .of the spring showing various dimensions

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A helical spring made of oil hardened and tempered steel
compression springs, made of circular wire, is subjected to
an axial force, which varies from (2.5 KN) to (3.5 KN). Over
this range of force, the deflection of the spring should be
approximately (5 mm). The spring index can be taken as (5).
The spring has square and ground ends. If ultimate tensile
strength of (1050 N/mm2) and modulus of rigidity of (81370
N/mm2). The permissible shear stress for the spring wire
should be taken as (50 %) of the ultimate tensile
strength.Design the spring and calculate the following: 1.
Wire diameter; 2. Mean coil diameter; 3. Number of active
coils; 4. Total number of coils; 5. Solid length of the spring; 6.
Free length of the spring: 7. pitch of coils (p); 8. Required
spring rate; 9. Actual spring rate; and 10. Draw a neat sketch
.of the spring showing various dimensions
Transcribed Image Text:A helical spring made of oil hardened and tempered steel compression springs, made of circular wire, is subjected to an axial force, which varies from (2.5 KN) to (3.5 KN). Over this range of force, the deflection of the spring should be approximately (5 mm). The spring index can be taken as (5). The spring has square and ground ends. If ultimate tensile strength of (1050 N/mm2) and modulus of rigidity of (81370 N/mm2). The permissible shear stress for the spring wire should be taken as (50 %) of the ultimate tensile strength.Design the spring and calculate the following: 1. Wire diameter; 2. Mean coil diameter; 3. Number of active coils; 4. Total number of coils; 5. Solid length of the spring; 6. Free length of the spring: 7. pitch of coils (p); 8. Required spring rate; 9. Actual spring rate; and 10. Draw a neat sketch .of the spring showing various dimensions
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