Tarzan's Swing: What's the Tension in the Vine?

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SUMMARY

The discussion centers on the physics of Tarzan swinging on a vine, specifically analyzing the tension in the vine at the lowest point of the swing. Participants conclude that the tension in the vine is greater than the gravitational force due to the need for centripetal acceleration, which acts inward toward the center of the swing's arc. The conversation highlights the importance of understanding both centripetal and tangential acceleration in this context, confirming that at the bottom of the swing, the net force must account for these accelerations.

PREREQUISITES
  • Understanding of centripetal acceleration
  • Knowledge of gravitational force
  • Familiarity with Newton's laws of motion
  • Basic concepts of forces in circular motion
NEXT STEPS
  • Study the principles of centripetal force in circular motion
  • Learn about the relationship between tension and gravitational force in dynamic systems
  • Explore the equations of motion for objects in curved paths
  • Investigate tangential acceleration and its effects on motion
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Physics students, educators, and anyone interested in understanding the dynamics of forces in motion, particularly in circular paths.

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Homework Statement


tarzan swings through the jungle on a wine.at the lowest point of his swing, is the tension in the vine greater than,less then, or equal to the gravitational force


Homework Equations



its a conceptual question..

The Attempt at a Solution


i say that the tension on the string is greater b/c.. the vine has to bring him up again... not sure if I am correct... been a while since i delt with forces...

if... the gravitational for is more then the vine breaks..

if the gravitational for is equal to the tension the he comes to a halt
 
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anything wrong with my conclusion ?
 
Yes, you're missing the concept of centripetal acceleration, which, for an object moving in a curved path, always acts inward toward the center of the curve (center of the circle in this case). What's the direction of the centripetal acceleartion at the bottom of the curve? What must be the direction of the net force at the bottom of the curve?
 
the "centripetal acceleration" is up and there is a tangential acceleration..so the tension on the vine must be greater then the gravitational force...no?...
 
That's right, the tension is greater. But at the bottom of the curve, there is no force in the x direction, so what is the tangential acceleration at the bottom? (that's an extra credit question:wink:).
 
no acceleration in the x-direction o:)
 
thank you jay!
 
seto6 said:
thank you jay!
You are welcome. Bear in mind that there is both centripetal and tangential acceleration elsewhere on the curve. At the bottom, only centripetal. Going to bed now, good night.:zzz:
 

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