A compression spring has squared ends and is made of carbon steel wire. The
mean coil diameter is \(.812\) in., and the wire diameter, \(d=0.088\) in. The
coil outer diameter is \(0.90\) in. The spring has a free length of \(10.312\)
in., and 29 total coils.
(a) Calculate the pitch of the spring at the free length.
(b) Calculate the solid height for the spring.
(c) Calculate the deflection to compress the spring to its solid height.
(d) Calculate the spring constant for the spring.
(e) Calculate the energy stored in each helical spring after the spring
compresses one inch.
(f) Determine the force to compress the spring to its solid height.
(g) Determine whether the spring will buckle before it reaches its solid
height if the spring is unrestrained.
(h) Select a carbon steel coil spring material and determine if the spring is
designed for infinite life if the force on the spring fluctuates from zero to
\(10 \mathrm{lb}\).