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Hoop Stress in Spherical Shell

Hoop Stress in Spherical Shell

Hoop Stress in Spherical Shell

(OP)
Suppose a spherical shell is stressed from inside and hoop stress results. If I consider a small square on the surface of this ball, I see hoop stress in every direction.

Why shouldn't these stresses be combined when we check it against allowable tension, which is a one-dimensional stress? For example (hoop stress * 1.414 < allowable)?

I know I am wrong, but where?
Replies continue below

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RE: Hoop Stress in Spherical Shell

Consider a tiny element that is 'planar'... do a Mohr's circle of the stress... see what the shear stress is <G>... by symmetry, the forces are the same... all the way around...

RE: Hoop Stress in Spherical Shell

(OP)
Now I know where did I goofed it up. I was considering a "square" element on the surface of sphere and led myself to incomprehension.

A circular piece is much better and then I think that the hoop stress acting away from the centre of the element are in fact unidirectional - radial stress. No other stresses are present, so principal stress is the hoop stress itself.

Phew...

RE: Hoop Stress in Spherical Shell

Generally a nice cold beer clears this type of thing up... <G>

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