The Physics of blowing a puff of air

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    Air Physics
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Discussion Overview

The discussion revolves around the physics of blowing a puff of air, specifically addressing the behavior of air velocity as it exits the mouth and interacts with surrounding air. Participants explore concepts related to air resistance, fluid dynamics, and the mathematical expressions that could describe these phenomena.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • One participant questions why the speed of air is maximum at the lips and decreases to zero as it moves away, seeking a mathematical resolution.
  • Another participant suggests that the decrease in speed is due to air resistance acting on the puff of air as it moves through stationary air.
  • A further explanation is provided regarding the dynamics of air movement, noting that the air exiting the lips pushes against stationary air, which in turn affects the velocity of the puff as it propagates.
  • One participant draws a parallel to rocket engines, highlighting the difference in air movement experienced directly beneath a rocket engine versus at a distance.
  • A participant expresses frustration with the complexity of fluid mechanics, indicating a limitation in their ability to engage with advanced mathematical concepts related to the topic.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the mathematical resolution of the phenomena discussed. Multiple viewpoints regarding the behavior of air velocity and the effects of air resistance remain present.

Contextual Notes

Participants acknowledge limitations in their understanding of fluid mechanics and the mathematical expressions that could apply, with some expressing uncertainty about the complexity involved.

Who May Find This Useful

This discussion may be of interest to those studying fluid dynamics, physics enthusiasts exploring air movement, or individuals curious about the interaction of moving air with stationary environments.

jhan
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If we noticed, when we released wind from our mouth with a constant velocity ,Why is the speed of the close part of our mouth is maximum speed and while gradually moving away is also gradually weakened until it is zero?
How it can be resolved using in mathematical expression?
 

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You mean why is a puff of air subject to air resistance?
 
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jhan said:
Why is the speed of the close part of our mouth is maximum speed and while gradually moving away is also gradually weakened until it is zero?
In the confined space of the small tunnel made by your lips, all of the air is moving rapidly. But when it exits your lips it runs into stationary air and pushes it out of the way. But then this air runs into even more stationary air and pushes it away. Which runs into even more stationary air...etc etc etc. On top of this, the air that's pushed out of the way is replaced by slow moving air coming in from behind, which itself then has to be pushed out of the way by your breath. The end result is that your breath only has a small distance in which it retains any significant velocity.

A similar thing happens with rocket engines. Standing directly underneath a large rocket engine would blow you away immediately (and cook you like a turkey under a blowtorch), but you can stand underneath a rocket flying high overhead and not feel even the slightest breeze.

jhan said:
How it can be resolved using in mathematical expression?
I throw in the towel when it comes to anything beyond basic calculus, of which fluid mechanics definitely is beyond.
 
Drakkith said:
I throw in the towel when it comes to anything beyond basic calculus, of which fluid mechanics definitely is beyond.
The physics of a towel thrown through the air as it gradually opens up must be quite complicated, I imagine.
 
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