Explaining a Physics Phenomenon with a Snowy Photo

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SUMMARY

The discussion revolves around explaining a physics phenomenon observed in a snowy photo, where wet snow accumulated on a play set formed a hyperbolic arch after sliding down. The participant correctly identifies that the normal force was exceeded by the weight of the snow, leading to its movement. Additionally, frictional forces played a crucial role in slowing the snow's descent, allowing it to freeze in place. The conversation highlights the need to consider the hyperbolic cosine function to accurately describe the shape formed by the snow.

PREREQUISITES
  • Understanding of normal force and weight in physics
  • Basic knowledge of frictional forces
  • Familiarity with hyperbolic functions, specifically hyperbolic cosine
  • Concept of equilibrium in static and dynamic systems
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  • Research the properties of hyperbolic functions in physics
  • Study the effects of friction on moving objects in various contexts
  • Explore the concept of equilibrium and forces in static systems
  • Learn about the applications of normal force in real-world scenarios
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Students studying physics, educators looking for practical examples of force dynamics, and anyone interested in the application of mathematical concepts in real-world phenomena.

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Homework Statement



I have to submit a photo for a physics contest. I was thinking of using the picture in the attached, but I'm having trouble trying to figure out how to explain it in terms of physics. The background on the picture is: We had a very wet snow and as the snow built up on top it got to heavy and slid down the side of the play set but it stopped and created and sort of parabolic arch with supporting the middle. ( See attached picture.)


The Attempt at a Solution



I was thinking I could say as the snow accumulated on top of the play set the normal force was eventually exceeded by weight of the snow. As it was sliding down the frictional forces slowed it to a slow enough pace that the snow froze in place.
Is there anything wrong with this statement? Also, are there any other forces I should take into account?
Thanks in advance!
 

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Not quite parabolic, try hyperbolic!
 
Thanks, but why exactly? Also, does anyone have any other ideas?
 
Well, I could derive why it produces a hyperbolic cosine here, if you like? With regards to a qualitative explanation, I'm sure someone else can provide a clearer answer than myself.
 

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