What is with this projectile simulation?

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The discussion centers on confusion regarding a projectile motion simulation, particularly how it incorporates air resistance and mass. Users note that increasing mass seems to enhance the projectile's range and maximum height, which contradicts typical physics principles where mass should have minimal impact on trajectory. The simulation's calculations for trajectory remain unclear, especially since the user has not studied air resistance in depth. The relationship between air resistance, mass, and shape is highlighted, indicating that heavier objects experience less effect from air resistance. Overall, the simulation raises questions about its accuracy and the underlying physics principles it represents.
sohjau
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Homework Statement



I need to do a project based around this simulation (https://phet.colorado.edu/en/simulation/projectile-motion). I was playing around with it and am confused with how it even works. It seems to work fine with the exclusion of air resistance, but it seems off with it included. When air resistance is included and mass is increased, the projectiles's range and maximum height is increased as well. Why does this simulation do that? Also, what is the altitude variable for?

Homework Equations

The Attempt at a Solution



First of all, I want to note that in my course, I have neither learned nor will learn a single thing about air resistance. All of my knowledge about it is from a quick search on the internet. Mass should have practically no effect on an object's trajectory unless it is very great because it would pull Earth towards it. This simulation demonstrates that more mass would increase an object's range. Honestly, I have no idea what calculations it is making to determine the trajectory.
 
Physics news on Phys.org
Air resistance is proportional to area and mass to volume. For two objects of the same shape and density, therefore, the larger one will be held back less.

Also, consider a solid sphere and a hollow sphere of the same size The air resistance will be the same force for both, but will have less effect on the heavier, solid sphere.
 
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