A steel ring of 250mm diameter has a width of 50mm nada radial thickness of 5mm. It is split to leave a narrow gap 5mm wide normal to the plane of the ring. Assuming the radial thickness to be small...

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A steel ring of 250mm diameter has a width of 50mm nada radial thickness of 5mm. It is split to leave a narrow gap 5mm wide normal to the plane of the ring. Assuming the radial thickness to be small compared with the radius of ring curvature, find the tangential force that must be applied to the edges of the gap to just close it. What would be the maximum stress in the ring under the action of this force? E=200GPa

Answered Same DayDec 29, 2021

Answer To: A steel ring of 250mm diameter has a width of 50mm nada radial thickness of 5mm. It is split to...

David answered on Dec 29 2021
108 Votes
FOURTH SUBMISSION
For steel ring we assume that,
And E=200GPa
Diameter = 250mm
So radius = D/2 =
250mm/2 = 125mm = 0.125m
We know that
0 = A – B/ 0.015 – (0.0618) (0.015)
For example if we take this to understand clearly,
Then tangential force is calculated by
= 3 x 50 x (0.015) x...
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