I am currently reading the book "universe in a nutshell". I reached the point where Einsteins Equivalence principle is explained. It states, that you can't distinguish if your in a space shuttle that moves at constant acceleration or if you are in a parking space shuttle in a gravitational force field.
It is then concluded, if the space shuttle has the height of 299.792.458 meters, then a flashlight at the top of the space shuttle would reach the bottom earlier then a second (although light-speed is 299.792.458 meters per second), because the space shuttle is in motion and the bottom moves towards the light.
Because of constant acceleration, the velocity will increase by time, meaning if you send another light from your flashlight, it will arrive even sooner.
Since the same argument works for a ball that I could throw from the top, it would imply to me that just by letting time pass, a ball would fall quicker to the ground. In other words, the gravity on earth increases by each second. I know this can't be right, so what I am getting wrong here?