How Does Accelerating a Pulley Affect the Force Exerted by the Rope on a Block?

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The discussion centers on the mechanics of a pulley system where two weights, w1 and w2, are suspended from a light string over a smooth pulley. When the pulley is accelerated upwards, the force exerted by the rope on the block is determined by analyzing the free body diagrams of the weights. It is established that if the block has negligible mass, the force exerted by the rope is twice the tension in the string, similar to a non-accelerating scenario. However, additional information is necessary to accurately calculate both the force and the accelerations involved.

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konichiwa2x
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Hi,

Two weights w1 and w2 are suspended from the ends of a light string over a smooth pulley. If the pulley is pulled up at the free end of the rope, then what will be the force exerted by the rope on the block?

I can find out the tension and acceleration if the pulley was not accelerating. How do I this?

EDIT: string
 
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konichiwa2x said:
Hi,

Two weights w1 and w2 are suspended from the ends of a light spring passing over a smooth pulley. If the pulley is pulled up at the free end of the rope, then what will be the force exerted by the rope on the block?

I can find out the tension and acceleration if the pulley was not accelerating. How do I this?
Does it really say light spring, or is it string?
In any case, you need to look at the free body diagrams for the weights, recognizing that the tension is constant throughout the s(t/p)ring. If the block has negligable mass, the force exerted by the rope is twice the tension, just as it would be with no acceleration. It seems there must be more information than what you stated. You cannot find both the force and the accelerations knowing only that the weights are connected.
 

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