Understanding Fluid Resistance and Drag Forces in Swimming and Tug of War

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Homework Help Overview

The discussion revolves around understanding fluid resistance and drag forces in the context of swimming and tug of war. Participants are exploring the mechanics of how stretching affects resistance in water and the dynamics of force application in tug of war scenarios.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are attempting to understand why a swimmer stretches before entering the water and how this relates to fluid resistance. Questions are raised about the relationship between cross-sectional area and resistance forces. In the tug of war scenario, there is confusion about how one team can win despite equal opposing forces, leading to inquiries about mass and friction.

Discussion Status

The discussion is active with various attempts to clarify concepts related to fluid dynamics and force interactions. Some participants have provided insights into the relationship between cross-sectional area and resistance, while others are questioning the assumptions regarding equal forces in tug of war.

Contextual Notes

Participants are discussing concepts related to fluid resistance, including factors that influence drag forces, such as viscosity and object shape. There is an emphasis on understanding the underlying physics without reaching definitive conclusions.

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Homework Statement


1) When a swimmer dives into water just before piercing himself into water, he stretches himself. Why?

2)In a tug of war if the parties on both ends of the rope apply apply equal and opposite forces on each other then how can one party win?

The Attempt at a Solution


1) I think, on stretching the body the resistance force by water on swimmer would decrease. But I cannot figure out the reason for it? Please help me.

2)I simply cannot figure out the reason. I drew the FBD's
the forces on the rope cancel out. the tension and the friction on each party is the same. But then how can a team win?
 
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ritwik06 said:

Homework Statement


1) When a swimmer dives into water just before piercing himself into water, he stretches himself. Why?

2)In a tug of war if the parties on both ends of the rope apply apply equal and opposite forces on each other then how can one party win?

The Attempt at a Solution


1) I think, on stretching the body the resistance force by water on swimmer would decrease. But I cannot figure out the reason for it? Please help me.

2)I simply cannot figure out the reason. I drew the FBD's
the forces on the rope cancel out. the tension and the friction on each party is the same. But then how can a team win?
For question (1) the only thing that I can think of it that the reaction force from the water would tend to compress the body, stretching would counteract this.

For question (2) whilst the forces may be equal, what about the masses of the teams?
 
ritwik06 said:

The Attempt at a Solution


1) I think, on stretching the body the resistance force by water on swimmer would decrease. But I cannot figure out the reason for it? Please help me.
Stretching out minimizes cross-sectional area.

2)I simply cannot figure out the reason. I drew the FBD's
the forces on the rope cancel out. the tension and the friction on each party is the same. But then how can a team win?
Is the friction force the same? Are the masses the same?
 
Doc Al said:
Stretching out minimizes cross-sectional area.
So is the resisting force cross section dependent?
 
Last edited:
ritwik06 said:
So is the resisting force cross section dependent?


I am waiting for your answer sir. What kind of force is this? On what factors does it depend except for the cross section and how? Where can I read about it?
 
smaller cross sectional area=less mass of water you are hitting with the same force.
 
Look up fluid resistance or drag forces. It depends on several factors, including the nature of the fluid (viscosity), the size (cross-sectional area) and shape of the object, and the speed. There are several models used. Flip through some of these links: http://hyperphysics.phy-astr.gsu.edu/Hbase/flufri.html#c1"
 
Last edited by a moderator:
Doc Al said:
Look up fluid resistance or drag forces. It depends on several factors, including the nature of the fluid (viscosity), the size (cross-sectional area) and shape of the object, and the speed. There are several models used. Flip through some of these links: http://hyperphysics.phy-astr.gsu.edu/Hbase/flufri.html#c1"

Thanks a lot sir! I have got what I desired. Thanks again for solving my problem.
 
Last edited by a moderator:

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