FBD Help: Tension and Slowing Down

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Homework Help Overview

The discussion revolves around a free body diagram (FBD) related to a scenario involving tension in a string and the dynamics of a ship that is slowing down. The original poster expresses confusion regarding the presence of tension when the ship is decelerating.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • The original poster questions whether tension exists in the string when the ship is slowing down, suggesting that the string may not be fully stretched. They also express uncertainty about their understanding of the forces involved.

Discussion Status

Some participants have provided guidance on drawing the FBD and identifying the forces acting on the instrument, including weight and tension. There is an emphasis on understanding the direction of acceleration and how it relates to the forces. The discussion appears to be progressing with helpful insights being shared.

Contextual Notes

The original poster indicates a lack of specific equations or prior knowledge on the topic, which may affect their ability to analyze the problem fully. The discussion includes references to Newton's second law and the nature of tension in a rope.

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Homework Statement



First of all, thank you for taking your time to look at this. I cannot seem to figure it out!

http://screencast.com/t/MzZiNjhmMzUt

I may be completely wrong, but I feel like there isn't any tension... If the ship is slowing down, doesn't that mean that the string isn't fully stretched out...? I'm so confused! :confused:

Thank you.

Homework Equations



None? It's a FBD?

The Attempt at a Solution



I'm sure this is extremely hard to see but here are my attempts. I've tried them both in the same direction and everything...

http://screencast.com/t/MmNkMzM3

Thanks again for everyone's help!
 
Last edited:
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Draw the FBD of the instrument. You do note that the 2 forces acting on it are its weight and the tension force in the hanging wire. Since it is given that the acceleration is slowing down the rocket's (and instrument's) velocity, what direction must the acceleration be in?? Then use Newton 2, noting that the net force must be in the same direction of the acceleration. Note also that tension forces always pull away drom the object on which they act. Crunch out the numbers to get the relative scale of the weight and tension forces. (There will always be some tension in the rope, unless the object is in free fall, in which case the wire goes slack (no tension)).
 
Yay! Thanks Jay! That helped me out and I got it right!


Thank you!
 
You are welcome. Wecome to PF!
 

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