Trouble finding the acceleration

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Homework Help Overview

The discussion revolves around a physics problem involving two blocks connected by a massless string over pulleys, focusing on finding the vertical acceleration of one block in terms of mass, gravitational acceleration, and tension. The context is set within a frictionless environment.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the relationship between the forces acting on the blocks and the tension in the string. There are attempts to express the vertical acceleration in terms of the given variables, with some questioning the validity of the derived expressions.

Discussion Status

The conversation includes various interpretations of the forces involved and the relationships between acceleration, mass, and tension. Some participants have provided calculations, while others express uncertainty about the correctness of the results, particularly regarding units of the derived expressions.

Contextual Notes

There is mention of the challenge in isolating the desired acceleration without introducing additional variables, and some participants are checking assumptions about the system's setup and the relationships between the forces.

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A block of mass m1 is attached to a massless, ideal string. This string wraps around a massless pulley and then wraps around a second pulley that is attached to a block of mass m2 that is free to slide on a frictionless table. The string is firmly anchored to a wall and the whole system is frictionless.


I want to find the vertical acceleration a1 in terms of m1, g and T

I know that the tension T is equal everywhere in the string and also that the acceleration af block m1 must be equal to the acceleration of block m2.


I've tried some calculations but I always seem to get stuck with m2 in my equations.

T = m1*g and T = (m2*a2)/2
 
Last edited:
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The setup is that a falling weight M1 pulls a mass M2 horizontally - correct.
The force downward on M1 is just f = M1 g and the force upward from the string is f = M2 a
 
Yeah, I figured that one out but that was not the question (but thanks thanks anyway for replying! :)

My problem is to find the a1 in terms off m1, g and T (When T = (m2*a2)/2)
 
Ok. I've got the answer! Was a bit hard but finally.

a1 = (m1-g)/m1
 

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