Equation for Tesla's Spheric ****eld
I was trying to simulate intelligent lever and the subject "Leverian
Physical Impacts" came kra****ng on me but as I strugled to amortize
the force of impact the "Equation for Tesla Spheric ****eld" emerged
before me. This ****eld is a way of adding 3d volume to the primarily
dotted weights. What good will binoculars do for Cyclops?
With extremes:
a = |D[1]|/|D[1]-D[2]|; b = |D[2]|/|D[1]-D[2]|;
c = |F[2]|/|F[1]-F[2]|; d = |F[1]|/|F[1]-F[2]|;
V = Extreme_Volume_Density;
And trigonometric counters:
-pi <= Vase, Pando <= +pi
Tesla's Spheric ****eld is given with:
|S| |aF[1] bF[2] 0| |Cos(Vase) Sin(Pando)|
|B| = |cD[2] dD[1] 0| x |Sin(Vase) Sin(Pando)|
|H| | 0 0 V| | 1 Cos(Pando)|
..:.which.:.is.:.
+-
|S = a F[1] Cos(Vase) Sin(Pando) + b F[2] Sin(Vase) Sin(Pando)
< B = c D[2] Cos(Vase) Sin(Pando) + d D[1] Sin(Vase) Sin(Pando)
|H = V Cos(Pando)
+-
S is the first radius,
B is the second radius and
H is the Local_Volume_Density of TS****eld at (S, B) point.
http://dedanoe.googlepages.com/AIxLever.pdf
