Simple Pendulum and acceleration

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Homework Help Overview

The discussion revolves around a simple pendulum scenario where the string is cut while the pendulum is in a vertical position. Participants are exploring the implications of this action on the motion of the mass, the forces acting on it, and the resulting acceleration.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants are discussing the initial conditions of the pendulum's motion, the forces acting on the mass at the moment the string is cut, and the subsequent direction of motion and acceleration. Questions about the role of gravity and tension are also raised.

Discussion Status

There is an active exploration of the forces at play after the string is cut, with some participants suggesting that gravity is the only force acting on the mass. Others are questioning the relationship between force and acceleration in this context, indicating a productive dialogue without a clear consensus yet.

Contextual Notes

Participants are working with a visual aid that is referenced but not accessible, which may limit the clarity of their discussions. The problem setup involves assumptions about the pendulum's motion and the immediate effects of cutting the string.

leslie1016
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A simple pendulum consists of a mass m tied to a string. It swings freely within the limits indicated in the figure below. On a swing from left to right, the string is cut suddenly just as the pendulum is vertical. Select the letters that show the path of m, the direction of the force right after the cut, and the direction of the acceleration right after the cut.


http://http://nicodemus.letu.edu/res/msu/kashy/physicsLib02/09_Force_and_Motion/CutPendulumCpt.problem
 
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Welcome to PF!

Hi leslie1016! Welcome to PF! :wink:

(erm … your link doesn't work :redface:)

Tell us what you were going to write, and why you're not sure, and then we'll know how to help! :smile:
 
Here is the problem and I have attached the picture:

A simple pendulum consists of a mass m tied to a string. It swings freely within the limits indicated in the figure below. On a swing from left to right, the string is cut suddenly just as the pendulum is vertical. Select the letters that show the path of m, the direction of the force right after the cut, and the direction of the acceleration right after the cut.
 

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leslie1016 said:
Here is the problem and I have attached the picture:

A simple pendulum consists of a mass m tied to a string. It swings freely within the limits indicated in the figure below. On a swing from left to right, the string is cut suddenly just as the pendulum is vertical. Select the letters that show the path of m, the direction of the force right after the cut, and the direction of the acceleration right after the cut.

Well... what are your thoughts on what happens?

If it's right at the bottom, then what is the initial direction of motion?

What force is acting on that motion? Gravity of course, but what happens to m after that?
 
Well, I think that the force is moving in the direction of T and then the acceleration is moving in the direction of X?
 
Draw a diagram of the bob at the moment before it is cut.

What forces are acting on it?

Then imagine that one of the forces (tension) is removed. Which forces are still acting on it?
 
If tension is removed then it's only gravity acting on it, correct?
 
leslie1016 said:
If tension is removed then it's only gravity acting on it, correct?

Yes, so that can be your only force after T=0 then.

So now what's the answer?
 
The force right after the cut is U. The path of M is O and the acceleration is X?
 
  • #10
leslie1016 said:
The force right after the cut is U. The path of M is O and the acceleration is X?

Well if the force is U, what is your theory for the direction of the acceleration being X?
 
  • #11
well, gravity is pulling down on it and the acceleration is from when it was swinging, so it's swining back to the right.
 
  • #12
leslie1016 said:
well, gravity is pulling down on it and the acceleration is from when it was swinging, so it's swining back to the right.

I'm just wondering when F stopped being m*a.
 

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