Here we provide some basic calculations on the ellipsoid universe and the matter that makes it up called Ether. We see that,
if we model the Ether as Teflon, a polymer, that certain constants drop out ion the calculations. This paper is to be read with the
Astrotheology series by the same author, especially the paper The Ether: The Universal Material.
Using well established formula from the Physics of Electricity,
we show that the ellipsoid universe can be modeled as a giant
capacitor with the characteristics of Teflon [1,2]. We calculate the
Mass Gap; Forces; Power and Capacitance.
Density ρ=2200 kg/m3 (light weight concrete)
Young’s modulus E=0.5GPa cf 0.4233
Bulk Resistance =1018
Coefficient of Friction=0.05-0.10=μ (third Lowest)
Dielectric Strength 60MV/m=α
Magnetism 10.28 (10-6)
Note that Teflon is similar in structure to Beryllium Dichloride.
The Ether mimics both Teflon and BeCl2. Note also that Teflon has
the third lowest coefficient of friction. This property is conducive to
the Super force generating space as we have shown above.
Permittivity of Free space
Figure 1: Magnetic Energy Density.
Figure 2: Torus Universe.
Ln (4.482) = Ln (2l / r)
1.5 = 2(4 / 3) / r
r = 1.777 = sqrt Pi
Power PP = i ^ 2 R
1.777 = (4 / 3) ^ 2R
R = 3.159 ~ Pi = Cap.
For a loop (Torus Universe)
l = 4 / 3
r = 1.777
Circumference = 2π R
L = 2π (1.777) = 1.116
= 1 / c ^ 2
Short Circuit Power: