Frederick Sparber writes, > http://www.conformity.com/0102reflections.html
"The dual to the Hertzian dipole is our fourth case, a sinusoidally excited current loop. A current loop is characterized by its "moment," which is the product of the current it carries times its amplitude. Looking at figure 2, we see that the electric and magnetic fields for a sinusoidally driven infinitesimal current loop mirror those for the Hertzian dipole. Here, the near field magnetic field exhibits 1/r3 behavior, while the near-field electric strength falls off as 1/r2. In the far field, both E and H exhibit 1/r behavior. Their ratio, which is the wave impedance, is the characteristic impedance of the surrounding medium, just as it is for the Hertzian dipole. " EXCELLENT, Fred. This is all starting to fit together like a jigsaw puzzle. I had a hunch we would find power laws in there somewhere. The near field of the "exciton," if that is the active unit for some forms of LENR, has a pulsating magnetically confined component which is effectively exponential to the far field. So when we intensify the near field with resonant effects at the precise terahertz frequency of it kinetic vibration, then we get not just the added field but the cubic equivalent of its normally calculated strength? Cold fusion, even without BEC-like effects, is looking more and more like micro-ICF- which is to say, the inertial confinement fusion of excitons. Or stated another way, one gets the BEC-like effects only at the point of maximum internal compression of the terahertz pulsations. Not much of a time interval, but is it long enough for fusion? Jones
