Equation for the lowest point in space time.
Well, since this forum is a bit...dead, I decided that I would just post an equation to find the biggest 'drop'(or the lowest point relative to the original position).
h=G x m/2 x a x d
or
h=G x m/2 x v^2
or
d=G x m/v^2
Where h is the lowest point in space time, G is the gravitational constant, m is the mass, d is 2h(h is like the radius, thus d is like the diameter) and a is the acceleration. I just put in the x's to show multiplication.
Thanks!
(Changed because I realized that it needed a 2 to be correct, and that d x a=v^2)
Well, since this forum is a bit...dead, I decided that I would just post an equation to find the biggest 'drop'(or the lowest point relative to the original position).
h=G x m/2 x a x d
or
h=G x m/2 x v^2
or
d=G x m/v^2
Where h is the lowest point in space time, G is the gravitational constant, m is the mass, d is 2h(h is like the radius, thus d is like the diameter) and a is the acceleration. I just put in the x's to show multiplication.
Thanks!
(Changed because I realized that it needed a 2 to be correct, and that d x a=v^2)