Polarized Vacuum (PV) in charged concentric spherical/cylindrical capacitors?
Does a charged section of coaxial cable change weight? Would a laser beam traversing the high field region between highly charged spheres-cylinders-plates show a lower light speed? c = 1/[(eo*uo)^1/2] Fred http://www.space-mixing-theory.com/article2.pdf Spherical Capacitor: http://hyperphysics.phy-astr.gsu.edu/hbase/electric/capsph.html Cylindrical Capacitor: http://hyperphysics.phy-astr.gsu.edu/hbase/electric/capcyl.html Single Plate Capacitor Anomaly: Plate #1 had an area five times that of plate "2 and seventeen times that of plate #3. With a Positive voltage applied it was pulled downward with a force of 2.08E-2 Nt the same as the upward force on single plate #3 with the same (+) polarity. With (-) polarity it had nearly twice the upward force of plate #3(3.90E-2/1.46E-2 Nt). http://www.allaboutcircuits.com/vol_2/chpt_13/3.html "If the transmission line is coaxial in construction, the characteristic impedance follows a different equation:" "In both equations, identical units of measurement must be used in both terms of the fraction. If the insulating material is other than air (or a vacuum), both the characteristic impedance and the propagation velocity will be affected. The ratio of a transmission line's true propagation velocity and the speed of light in a vacuum is called the velocity factoof that line." "Velocity factor is purely a factor of the insulating material's relative permittivity (otherwise known as its dielectric constant), defined as the ratio of a material's electric field permittivity to that of a pure vacuum. The velocity factor of any cable type -- coaxial or otherwise -- may be calculated quite simply by the following formula: " Velocity Factor = v/c = 1/(k)^1/2
