According to one story on the "The Philadelphia Experiment", a phase shift of 60
o from the time axis \(t\), results in optical invisibility. Radar invisibility occurs earlier at 45
o, possibly due to the inability to detect small signal, and noise. Since photons and EMV are charge time, \(t_c\), phenomena, that means shifting by 60
o brings it 90
o to the time axis (\(t_c\)) and so have no effect along \(tc\).
This implies that our existence is actually at \(t^{'}\), 30
o to the vertical, closer to \(t_c\) than \(t_g\). And when parallel to \(t_g\) because of the phase shift, we should experience the full effects of gravity time; gain mass and feel heavier.
This is wrong. The phase shift also causes the \(t_g\) component of \(t^{'}\) to be perpendicular to \(t_g\) and so gravity has no effect also.
At the same phase shift, all the electronics/electricals will fail because \(t_c\) is now orthogonal to \(t^{'}\).
