Distance the lower pulley moves all 3 ropes

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In summary, the discussion at a forum centered around the concept of mechanical advantage in regards to a pulley system. Some argued that the pulley reduces the necessary force to 1/2 while others believed it to be 1/3. After further analysis, it was determined that the lower pulley does provide a mechanical advantage of 3 due to the three equal upward forces acting on it. This can be seen through the equation T = W/3, where T is the tension and W is the weight. Therefore, the mechanical advantage in this pulley system is 3.
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Magos
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Consider this pulley:
http://67.18.37.18/1014/142/upload/p1957458.png

There has been some discussion at a forum whether this pulley reduces the necessary force to 1/2 or to 1/3 of a "non-pullied" rope. I'm strongly for 1/3 basically since for each distance the lower pulley moves all 3 ropes are moved = 3 times the distance = 3 times less force. I'm just posting this here to get a more accurate answer since, well, it's a physics forum :).
 
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You are correct. Sometimes there is confusion about whether a pulley actuall provides a mechanical advantage or is just re-directing the force. Since line from the lower pulley is straight up, that pulley does give a mechanical advantage.
 
  • #3
I'll second russ' opinion on that and yours on the M.A = 3 statement.

The easiest way to show this is by drawing and labeling all the tension vectors in the different sections of string. On the lower pulley, there are three upward forces, all equal in magnitude to T, the tension. So, in equilibrium, you have 3T = W or T = W/3. But clearly F = T, at the end of the rope. So, W/F = M.A = 3
 

FAQ: Distance the lower pulley moves all 3 ropes

1. How does the distance the lower pulley moves affect the movement of all 3 ropes?

The distance the lower pulley moves determines the length of the ropes that are being pulled. The longer the distance, the more rope is pulled and the greater the movement of all 3 ropes.

2. What factors influence the distance the lower pulley moves?

The main factor that influences the distance the lower pulley moves is the force applied to it. The greater the force, the more the pulley will move and the more rope will be pulled.

3. Can the distance the lower pulley moves be adjusted?

Yes, the distance the lower pulley moves can be adjusted by changing the position of the pulley or by using different sizes of pulleys. This will change the amount of rope being pulled and therefore affect the movement of all 3 ropes.

4. How does the direction of the force affect the distance the lower pulley moves?

The direction of the force applied to the lower pulley will determine the direction in which the pulley moves. If the force is applied in the opposite direction, the pulley will move in the opposite direction and the distance it moves will be affected accordingly.

5. Is there a maximum distance that the lower pulley can move?

There is no specific maximum distance that the lower pulley can move. The distance it moves will depend on the force applied and the resistance of the ropes. However, there may be practical limitations based on factors such as the length of the ropes and the strength of the pulley system.

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