Science Forums 2

[DataLabs]

To start proving TFT, we need to do a lot of calculations on a graph. We should start with 2 circles for the moon and earth. Have them drawn to scale and increase their size according to TFT (0.0000007 R/sec). Also assume a 90 degree component of the moon to have a velocity that would tend to move the moon away from the earth. This would be the 4 d view. Now show the 3 d view by calculating where the moon would be given the assumed velocity at 90 degrees and don't show the expansion as an enlargement of the bodies but transform the expansion to reduce the velocity causing distance between the 2 objects by the incremental increase in each bodies expansion. If such a graph were drawn, it would show the moon orbiting (360 degrees0 around the earth as the graph progresses. This should be easy with a graphical computer program deigned for this special purpose. Example. Lets say the moon is moving away at 90 degrees at 25000 miles / hr. Plot the positions for this velocity, but subtract the expansion we know from the TFT theory would occur to arrive at a new position. I think a chart of values and a full orbit should have been done by McCucheon but since he didn't do it, we need to do it to prove the orbits make sense with the theory. It will take a lot of calculations, but that is what computers are best at...number crunching and resulting graphical display. Maybe I will attempt it.