Shear Stress in Pins: Solving Forces in 3 Equations

AI Thread Summary
To calculate shear stress in pins, first determine the resultant force at each pin using the three equilibrium equations. Shear stress is then calculated by dividing this resultant force by the cross-sectional area of the pin. If the pin is subjected to double shear, the cross-sectional area should be doubled in the calculation. Accurate calculations of reactions and forces in both x and y directions are crucial for correct results. Understanding these principles is essential for solving statics problems involving shear stress in pins.
cwckc7
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Alright so I'm working on my statics homework and am working on Shear Stress. I know that stress is the force divided by the cross sectional area, but how do I do it for these pins? I've solved for the forces in each pin by using the 3 equilibrium equations, can someone nudge me in the right direction?
 

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cwckc7 said:
Alright so I'm working on my statics homework and am working on Shear Stress. I know that stress is the force divided by the cross sectional area, but how do I do it for these pins? I've solved for the forces in each pin by using the 3 equilibrium equations, can someone nudge me in the right direction?
If you've calculated the reactions and forces in the pins correcty, each of which has components in the x and y directions, then the shear stress is just the resultant force at each of those pins divided by the cross sectional area of the pins, (or twice the cross sectional area if the pin is in double shear).
 

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