Pulleys: How do they exactly work?

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SUMMARY

Pulleys reduce the amount of force required to lift an object by leveraging the principles of Newtonian mechanics and the concept of leverage. When multiple pulleys are used, the distance moved by the effort is greater than the distance moved by the load, allowing for a distribution of force over a longer distance. This relationship is mathematically expressed as F_1 = F_2(D_2/D_1), indicating that the forces vary inversely with the distances involved. The mechanics of pulleys operate under the assumption of no friction, ensuring that the work done remains constant at both ends of the system.

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  • Understanding of Newtonian mechanics
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Having multiple pulleys reduce the amount of force you have to exert to pull up an object?

why is that exactly?

I mean, I use this principle whenever I encounter a pulley Q...w/o really understanding why that's the case...

Can someone expain in terms of Newtoniam mechanics and/or Free BOdy diagram?
 
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It's a question of leverage. When you use a lever, the distance you move the one end is greater than the distance moved at the other. This distributes the force needed to do work over a longer distance. A pulley system does the same. The mechanics is straightforward because, assuming no friction, the work done ( force times distance) is the same at both ends. If the work is the same, then the forces vary inversely with the distance.

F_1 = F_2\frac{D_2}{D_1}
 

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