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A thin cylinder of unit length, thickness ‘t’ and radius ‘r’ is subjected to internal pressure ‘p’. What is the circumferential stress?
  • a)
    pr/2Et
  • b)
    pr/2t
  • c)
    pr/t
  • d)
    2pr/t
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
A thin cylinder of unit length, thickness ‘t’and radius &l...
Circumferential stress is nothing but hoop stress.
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Most Upvoted Answer
A thin cylinder of unit length, thickness ‘t’and radius &l...
\(h\) and radius \(r\) can be represented as a solid cylinder with base area \(\pi r^2\) and height \(h\). The volume of the cylinder can be calculated as the product of the base area and height:

\[V = \pi r^2 \cdot h\]

Given that the cylinder has a unit length (1 unit), the volume can also be expressed as the product of the unit length and the thickness:

\[V = 1 \cdot h = h\]

Therefore, the volume of the thin cylinder can be expressed as \(V = h\).
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