How can a ball falling from a height be simulated without air friction?

  • Context: High School 
  • Thread starter Thread starter Minorail
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SUMMARY

This discussion focuses on simulating a ball falling from a height without considering air friction. The key equations mentioned are the distance fallen, represented by the formula s = 1/2 gt², and the final velocity, which is correctly stated as v = √(2gh). The conversation clarifies that the simulation does not involve air resistance, simplifying the physics involved in the calculation.

PREREQUISITES
  • Understanding of basic physics concepts, specifically gravitational acceleration.
  • Familiarity with kinematic equations, particularly those related to free fall.
  • Knowledge of mathematical notation and square root calculations.
  • Basic programming skills for implementing simulations, such as using Python or MATLAB.
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  • Research how to implement physics simulations using Python libraries like Pygame or Matplotlib.
  • Explore advanced kinematic equations that include air resistance for more realistic simulations.
  • Learn about numerical methods for simulating motion in programming environments.
  • Investigate the effects of varying gravitational forces in different environments.
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Minorail
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can u help simulate a ball from high h fall down
s=1/2gt^2
v=2gh

no friction in air

thank u
 
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Minorail said:
v=2gh
I assume you mean [itex]v = \sqrt{2gh}[/itex].

What do you mean "help simulate"?
 

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