eNathan said:
When time goes in reverse, the laws of physics, in a sense, are reversed.
Most laws of physics actually have a property called "time-symmetry" which means they look exactly the same in reverse. Suppose I am running a simulation involving some billiard balls bouncing around on a frictionless table, bouncing off each other according to Newtonian laws (with 'elastic collisions', meaning no energy is dispersed as heat or soundwaves). If I pick some initial conditions, let the simulation run for a minute, then freeze the simulation at the end of that minute and note each ball's position and instantaneous momentum vector at that moment, then if I reverse the direction of each ball's momentum vector and keep their positions the same, and use this configuration as a new set of initial conditions which I run forward for a minute using exactly the same laws, then this second simulation will look like a backwards movie of the first simulation. The most fundamental laws of quantum physics are not time-symmetric, but they are CPT-symmetric, which means that if you took the final configuration of a system and reversed all the momenta
and reversed the charge of each particle
and reversed the directions of your coordinate axes (so that left would become right, up would become down, etc.), then if you played this forward it would look like a reverse version of the original system's evolution.
There are plenty of physical situations where a backwards movie of a given process would
seem impossible, like an egg falling to the floor and breaking. But physicists think that this is not because the laws of physics rule out the backwards version at a fundamental, but because the backwards version involves a decrease in entropy rather than an increase, making it statistically unlikely. But physicists think the only reason increases in entropy are more likely than decreases in entropy is because of the low-entropy starting conditions of the universe at the big bang, which has never been fully understood.
eNathan said:
So, when the time reverses, the laws of physics must change, obviously, there is no gravity, but anti-gravity, but there is still positive motion. I think I sound a little confusing, oh well.
Gravity is an example of a law of physics that is time-symmetric, so if time reversed it would work exactly the same way. When an object falls to the ground, some of its kinetic energy is dispersed as heat and soundwaves--this is an increase in entropy. If none of the energy was dispersed in this way, so that there was no
change in entropy, then the object would bounce back upwards to exactly the same height it was dropped from, and continue to fall and bounce over and over again, so that a backwards movie of this process would look just like the forward version. In general, if you are shown a movie of any gravitational interaction that doesn't involve a
change in entropy (a planet orbiting a star, for example), there's no way for you to know whether you're watching a forward version or a backwards version.