Stress, Shear and other things?

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The discussion centers on finding specific engineering formulas related to stress and structural calculations. Key questions include determining the minimum diameter of a pin to support a 100kg mass with a shear strength of 100MPa, calculating the second moment of inertia for a hollow circular section post, and assessing axial and hoop strain for an aluminum canister with given properties. Participants emphasize the importance of understanding stress types, including normal and shear stress, and suggest that interpreting the problems correctly is crucial for finding the right solutions. The mention of the moment of inertia highlights its relevance in structural analysis. Overall, clarity in interpreting the questions is essential for effective problem-solving.
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Homework Statement



We've been given several questions and told to use the internet to find out the formulas for them. But I can not find the right ones anywhere!

If anyone could just give the formulas that's all I need!

A seat is attached by a simple pin of a circular cross section, made from a material with an allowable strength in shear of 100MPa what would be the minimum diameter to withstand a mass of upto 100kg? pin can only penetrate one side

A straight, hollow circular setion post having an outside diamter of 100m and a thickness of 2mm is to be rigidly fixed to the floor at its base to support an object. calculate the second moment of inertia

if the canister is made of aluminium having a youngs modulus of 70gpa and possion ratio of 0.28, calculate the resultant axial and hoop strain it will experience



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The Attempt at a Solution

 
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To start you off, you probably know that stress=Force/area. There are two types of stress: normal stress and shear stress. Normal stress is force /area perpendicular to the force. Shear stress is force/area parallel to the force. However, all that needs interpreting in the questions you have been given. I think you need to submit your interpretation before getting more help. The moment of inertia is sometimes termed second moment of area (even though they are conceptually slightly different, it may help you get to where you want to be...
 
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