Hi Ng
I'm researching quaternions in physics and came to a formular for G by
this method.
Now I don't know if that makes any sense.
It's a quote from my text:
http://docs.google.com/Present?docid=dd8jz2tx_3gfzvqgd6&skipauth=true
The turn of the orientation has the effect of an inverse. A switch would
gain a conjugate. To get the energy related to mass, we change from
timelike to spacelike and have to square c to get the energy. The shadow
area is supposed to be a measure for the strength of a force. We have to
square that again to compare gravity to Coulomb force or have something
in the area of c^4 (8.1 *10^33 m^4/s^4).
There is a factor needed (not yet known) to interchange the 'form'.
First guess: m*M*G*r=e²/4¶ r ε, r=c*t, t(r)=r²(t)/2e
G=t²/8¶ c²t² εm²=1/(8*¶ *ε*c^4)
What I actually did is this: I claimed that the energy in a
gravitational field of an object should be the same as in the electric
field and put the formulars for gravity equal to em-force.
Then follow some tricks with quaternions and then I came to this formula.