What is the force between two masses connected by an external force?

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Homework Help Overview

The problem involves two boxes of different masses being pulled by an external force. The original poster seeks to calculate the force between the two masses, referencing Newton's third law, while having already calculated the system's acceleration.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the forces acting on each mass and suggest setting up equations based on Newton's second law to find the force between the masses. There is also mention of using the known acceleration to simplify calculations.

Discussion Status

Some guidance has been offered regarding the setup of equations to find the unknowns, and the discussion appears to be moving towards clarifying the relationships between the forces acting on the masses.

Contextual Notes

The original poster has provided specific values for the masses and the external force, but there may be assumptions about the system's configuration that are not fully explored.

jason bourne
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Homework Statement



Two boxes are in contact with each other, both different mases, and are both being pulled by an external force, F.

M1M2--------->F

I can calculate the acceleration of the system but the Question asks to calculate the force between the mases, ie Newtons third law. If you can either draw me the FBD or solve the question that would be helpful. M1 = 1.2 X 10^-3 kg, m2 = 0.147kg, F = 0.6 N

Homework Equations



F = ma

The Attempt at a Solution



a system = net force/total mases in system

= 0.6 N (1.2 X 10^-3 Kg + 0.147 kg)

= 4.048 m/s^2

FBD:
Fn
^
Fc <----m1---->F

Fg (Where Fc is the force between the two objects)


Fn

^
m2----->F
----->Fc
Fg
 
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The F appears to act on m2, so on m1 you will only have Fc to the right.
On m2, you will have Fc to the left, F to the right. This gives you two F=ma equations which you can solve to find the two unknowns Fc and a.

Or, since you already have the acceleration, you could just calculate the force needed to make m1 accelerate that much. That is just using the known acceleration in the m1 equation.
 
Thanks for your help
 
Most welcome!
 

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