If ‘p’ is the pressure on the cylinder, ‘d’ and ‘t’ are the diameter and wall thickness, E is the Young’s Modulus and μ is the Poisson’s Ratio, the volumetric strain (εv ) in thin wall cylinder can be given by
1
\(\frac{{pd}}{{2tE}} \times \left( {5 - 4\mu} \right)\)
2
\(\frac{{pd}}{{4tE}} \times \left( {5 - 4\mu} \right)\)
3
\(\frac{{pd}}{{6tE}} \times \left( {5+ 4\mu} \right)\)
4
\(\frac{{pd}}{{8tE}} \times \left( {5 - 4\mu} \right)\)
5
\(\frac{{pd}}{{4tE}} \times \left( {5 + 4\mu} \right)\)