How Does Changing the Length of a Meter Stick Affect Its Oscillation Period?

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Homework Help Overview

The discussion revolves around two physics problems: one involving the oscillation period of a meter stick when its length is altered, and the other concerning the stretching of a net when a person jumps onto it. The first problem specifically examines how the length of a meter stick affects its oscillation period when hung from a wire, while the second problem applies concepts of energy and spring mechanics.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants express uncertainty about the first problem, questioning the setup and the role of the wire. They seek clarification on whether the wire's length affects the oscillation. In the second problem, one participant reflects on the need to include the stretch of the net in their calculations.

Discussion Status

The discussion is ongoing, with participants sharing insights and asking for further clarification on the problems. Some guidance has been provided regarding the second problem, while the first problem remains less clear, with participants exploring different interpretations of the setup.

Contextual Notes

There is a lack of specific information regarding the length of the wire in the first problem, and the assumptions about the motion of the meter stick are being questioned. In the second problem, the relevance of the stretch in height is noted but not fully resolved.

squib
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2 Questions, pretty stumped on both.
A meter stick is hung at its center from a thin wire (see part (a) of the figure below).

Meter stick is hanging from a string, and being "rotated clockwise.


It is twisted and oscillates with a period of 6.18 s. The meter stick is sawed off to a length of 68.1 cm. This piece is again balanced at its center and set in oscillation (b). With what period does it oscillate?

Not really even sure where to start on this one... still looking at it.

Next:A 56.8 kg person jumps from a window to a fire net 21.8 m below, which stretches the net 1.25 m. Assume that the net behaves like a simple spring, and calculate how much it would stretch if the same person were lying in it.

Tried mgh = .5kx^2, then used F/k=x, but this didn't work, any ideas?
 
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squib said:
2 Questions, pretty stumped on both.
A meter stick is hung at its center from a thin wire (see part (a) of the figure below).

Meter stick is hanging from a string, and being "rotated clockwise.


It is twisted and oscillates with a period of 6.18 s. The meter stick is sawed off to a length of 68.1 cm. This piece is again balanced at its center and set in oscillation (b). With what period does it oscillate?

Not really even sure where to start on this one... still looking at it.

Next:A 56.8 kg person jumps from a window to a fire net 21.8 m below, which stretches the net 1.25 m. Assume that the net behaves like a simple spring, and calculate how much it would stretch if the same person were lying in it.

Tried mgh = .5kx^2, then used F/k=x, but this didn't work, any ideas?

We need a better idea what the first problem is. Does the thin wire have some length, and does it move in the problem? Is the point of contact bwteen the meter stick and the wire stationary?

Your second problem sounds like you have the right idea. Did you include the stretch in your h?
 
Good call on that second one, forgot to add h from stretch.

On the first one. The wire is stationary, no length given. The meter stick is hung by the middle, and a force is applied to make it spin in a plane horizontal to the ground, at least that is my understanding of the problem.

Any ideas?
 

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