Improved Gravity Ellipses - page 2

continued from page 1

If we look for a return flux by using:

y^2 = (sin (180 - x))^2 - (cos (180 - x))^2 = A

we get a matching ellipse but it is offset. However the transmitted and
return fluxes are equal.

combining these two equations and letting A - B = C = y^2 we get

y^2 = ((cos (x))^2 + (sin (180 - x))^2) - ((sin (x))^2 + (cos (180 - x))^2) = C

So we can conclude that the gravitational system of the planets needs a transmitted and a return flux
just as I originally predicted.

Another improvement would be to link the equations more closely with the gravitational flux by using those shown:

 in figure "Gravitational Ellipses 3"

y^2 = (cos (x))^2 + (sin (180 - x))^2 = A

y^2 = (sin (x))^2 + (cos (180 - x))^2 = B