Pulley Problem With Tension Direction

AI Thread Summary
The discussion centers on the confusion regarding the direction of tension in a pulley system with two weights. It highlights that tension is a force that acts in opposite directions on either end of a rope. When analyzing the system, the tension appears downward for the weights but switches direction when considering the pulley. The problem involves calculating the time it takes for a 4 kg block to reach the floor, factoring in the pulley’s mass and the torque due to friction. Understanding the action-reaction principle clarifies the tension dynamics in the system.
cjavier
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In the attached picture, one sees a pulley with a mass which is holding two different weights. In chegg, the tension due to a weight is represented as a downward direction. Then, when the tension is seen in relation to the pulley, the direction switches for both weights. WHY IS THIS?!

pulley2.jpg


Thanks,
Cameron
 
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What problem is it? Can you tell me what it is or what problem from chegg you are trying to understand?
 
LoadedAnvils said:
What problem is it? Can you tell me what it is or what problem from chegg you are trying to understand?

The two blocks in the figure are connected by a massless rope that passes over a pulley. The pulley is 12cm in diameter and has a mass of 2kg. As the pulley turns, friction at the axle exerts a torque of magnitude 0.5Nm. If the blocks are released from rest, how long does it take the 4 kg block to reach the floor?
 
It's standard action and reaction. A weight pulls down on a string with an equal and opposite force to that with which the string pulls up on the weight. Similarly between string and pulley, and between each little section of string and its neighbours.
 
Hi Cameron! :smile:
cjavier said:
… the tension due to a weight is represented as a downward direction. Then, when the tension is seen in relation to the pulley, the direction switches for both weights. WHY IS THIS?!

Tension is a force.

The tensions at the two ends of a rope are opposite (and equal in magnitude if the rope is massless). :wink:
 
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