Can Physics Explain the Thrilling Feat of Tightrope Walking?

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The discussion focuses on the physics involved in tightrope walking, emphasizing key concepts such as tension in the rope, center of mass, rotational inertia, friction, and elasticity. Participants suggest analyzing the actions of tightrope walkers as a way to understand these principles better. The context is a high school science presentation, where the original poster seeks guidance on the topic. Concerns about external factors like wind are noted but deemed negligible for indoor performances. Overall, the conversation highlights the complexity of the physics behind this circus act.
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Hello,

So the main features of the physics of tight roping, would be concepts such as tension in the rope, center of mass, and rotational inertia?

Does anyone else have any ideas? this would be related to the physics of circus act in which someone is walking across a rope.

Cheers!
 
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Welcome to PF;
Don't forget friction with the rope, elasticity of the rope, elasticity of the bar, and Newton's laws of motion.
It can get arbitrarily complicated: what is this for?
 
It is for a science presentation. We have to discuss the physics of the circus.
 
It is a high school presentation, and it does not necessarily have to be my own work.
 
Oh well then - start with the two links.
 
Simon Bridge said:
Oh well then - start with the two links.
The second one says "Video not available."
Don't you also have to deal with all of the vagaries of wind in an outdoor situation, or is that considered a separate issue?
 
That would be negligible, because it is inside a building (the circus).
 
I couldn't be sure that you meant it that way, since there as many outdoor circuses as indoor ones.
 
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