The terminal velocity of an object falling in an atmosphere increases with mass and decreases with surface area (because drag). Mass is cubic, and surface area is quadratic. As size increases, mass goes up faster than surface area. All else being equal, terminal velocity increases with mass. If you dropped a mouse, a human, and an elephant out of an airplane and measured their velocity when they hit the ground, you would find that the mouse going ~5 mph, the human going about ~120mph, and the elephant going about ~300mph. In order to stop, the mouse will only have to decelerate from 5 to 0; the human, from 120 to 0; the elephant, from 300 to 0. Additionally, the mouse is very light, and the elephant very heavy. This means the force required to decelerate the mouse for each mph it is travelling is very low, while the force required to decelerate the elephant for each mph it is travelling is very high. (This is what makes even short falls dangerous to elephants, but not humans.)codeGlaze wrote:Mice should be kill-destroy-able by dropping them far enough.
A mouse does not care about short falls, because the force required to stop its body is very small. A mouse does not care about long falls, because its terminal velocity is very low and a long fall is about as easy to stop as a short fall.
A human does not care about short falls, because the force required to stop its body is small enough. A human does care about long falls, because its terminal velocity is fairly high and a long fall is much harder to stop than a short fall.
An elephant does care about short falls, because the force to required to stop its body is very high. An elephant does care about long falls, because its terminal velocity is very high and short falls already break bones.
You might think that being bigger comes with stronger bones, but bone strength is another thing that's quadratic while mass is still cubic, so the mouse's low mass is more important than its weaker bones and the elephant's high mass is more important than its stronger bones.