A random equation...
a=\frac{dt_{o}}{t^3\sqrt{1 - v^2/c^2}}
Where:
a is acceleration,
d is distance traveled,
t is the time of the observer(stationary),
t_o is the time of the moving observer,
and
c is the constant of light(the speed of light).
Just to see how this fares with you guys.
E=\frac{1}{2}W
^^^^^^^^^^^^^^^^
Note really sure about that one...
a=\frac{dt}{t_o \sqrt{1- \frac{v^2}{c^2}}
v=\sqrt{da}
Just to see how these fare with you guys(#2 is a play on the relativity equation), and how I'm doing with the 'tex' code.
Imagine you are spinning on a top. You naturally go to the edge, correct?
Well, I have heard that you do not experience acceleration, but I would think otherwise. Though you are moving relative to the object, and the Force that it applies to you should get anything with a mass of one to...
I would like to relate EM and Gravitation by trying to use energy and Quantum theory etc.
Since I know nothing of Quantum Theory, you might think me a fool.
To relate them, I will state one thing: Energy has direction.
Now, I have seen a(and only one) Feynman diagram, and I probably...
I don't know if this is true or not, and I have a feeling that it has already been proven otherwise, but I think that the forces applying to antimatter are flipped.
For instance, a positron and an electron would repel, and a positron and a proton would attract(don't mind the inserting of the...