(From records) 666 Coil System Voltage Outputs http://www.flickr.com/photos/harvich/5495059320/ An average 13 some volts is internally made by resonant rise of voltage,(Vi) from the lowest possible input of ~1 volt stator obtained in unenergized field. On (1-2) 25.2 volts is obtained between 1Vi= 13.9 volts and 2vi= 13.2 volts. The phase angle by the law of cos is the sum of the squares of the component vi values minus the square of the interphasal voltage/ all divided by twice the multiplication of the component vi values; which then gives the cos of the phase angle. To find the actual phase angle we take the inverse cos function and multiply by 360 degrees/2pi radians.[13.9^2+13.2^2-25.2^2]/(2*13.9*13.2) =-.729 ;cos^-1 (-.729)*(360/6.28)= 136.9 degrees. For (1-3) we find cos^-1(-.719) yeilds a 136 degree phase angle. Finally (2-3) yields cos^-1=-.485 equating to 119.1 degrees. "Extra time has appeared on both (1-2) and(1-3) voltage differences in time, with a total phase angle difference of 392 degrees;~10% extra time. Coincidentally the 666 machine achieves 10% increase in inductive reactance by aquisition of mutual inductance by using 6 polar interaction zones interacted at 1/6th a cycle for a 6 phase effect; where employment of a 3 phase effect in these magnetic interactions between phasings will always yield the stronger opposite effect of instead decreasing the inductive reactance, and thus the possible q factor determined by X(L)/R should be diminished for the 3 phase example employing mutual inductance between phasings. Pioneering the Applications of Interphasal Resonances http://tech.groups.yahoo.com/group/teslafy/
