Find the man's tension pulling the rope

AI Thread Summary
The discussion focuses on calculating the tension in a rope, identifying it as 200N due to kinetic friction. The participants explore concepts of mechanical advantage, mentioning levers and pulley systems as examples. There is a request for clarification on the term "mechanical advantage" and its relation to forces and momentum. The conversation highlights the importance of understanding these principles in analyzing physical systems. Overall, the exchange emphasizes the need for clear diagrams to illustrate the forces involved.
Adam Hanns F A Cong
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Homework Statement
Ignore the mass of the rope and the pulley,frictional force between the man and the board, the board and ground. Now the man is pulling the rope in order to make him and the board move to the right uniformly. Find the man's tension of pulling the rope.
I got a wrong answer.
Could you please explain the pulley's principle in moment of the force or (angular) momentum?
Relevant Equations
The gravity G_1 of the man is 600N,the gravity G_2 of the board is 400N. The coefficient of the kinetic friction μ both between the man and the board,the board and ground is 0.2.
The elastic force of the board,N=G_1+G_2=1000N.
The kinetic friction f=μN=200N.
The tension T=f=200N.
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You need to show the forces on your diagram.

PS have you heard the term mechanical advantage?
 
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You mean like it? Forgive my ignorance,please. I may not know term mechanical advantage. Do you mean the next fig.2? I learnd that it comes from the level principle,and the level seems that it comes from the moment force or (angular) momentum,but I don't know how to find the momentum or radius vector.
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Tension is a two-way force in a rope.

A lever is not the only example of mechanical advantage. Sometimes you can use a pulley system!
 
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Thank you.😊
I learned pulley system two years ago at junior high,but I am not good analyse it.
All in all, thanks for your help!😸
 
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