Eric, if you are asking me this question, I would refer most of it to the Mills experts. I am sorry if I mixed up the quantum theory with Mills' theory in that post.
I was attempting to explain how the probabilistic location and movement of electrons according to quantum mechanics is non radiating. As long as an observer at the far field locations does not detect a change in the E or H field vectors as a function of time, then no radiation will be generated. Begin with a DC current flowing within a loop of wire and you will see that at a far off location the H field remains constant for all time. No change generally means no radiation. Of course, there exists a constant value which leads to the magnetic field due to the loop current. Note that this is also at a zero radian per second rate if expressed in frequency terms. If you look into the situation further, you will realize that any 3 dimensional current path is non radiational provided the current flows at a constant rate at every point along the structure. Charges will be accelerated in most wire configurations, but no radiation is generated. The S,P,D, and any other orbital shapes can be accommodated. Dave -----Original Message----- From: Eric Walker <[email protected]> To: vortex-l <[email protected]> Sent: Mon, Jan 20, 2014 8:04 pm Subject: Re: EXTERNAL: Re: [Vo]:BLP's announcement On Mon, Jan 20, 2014 at 4:48 PM, David Roberson <[email protected]> wrote: All they need to do to ensure that no radiation is emitted at a stable orbital is to force the electrons to be distributed per above instead of existing as a single moving point. If I recall correctly, those models do not attempt to track the position of the electron in time. I believe the charge distribution in the orbitsphere is heterogeneous, in order to provide a replacement for the spin quantum number [1]. This gives the sphere an electric dipole moment. Two questions I have are (1) what regulates the distribution of charge when there's a single orbitsphere (e.g., hydrogen), and (2) how do the orbitspheres orient themselves when there are multiple, encapsulating orbitspheres? For example, why does the charge distribution not vary over time? And when there are multiple, containing orbitspheres, do they cancel one another out, with the distributions orienting in order to minimize Coulomb repulsion? Also, since the charge density over the orbitsphere is heterogeneous, I take it that a single great circle of circulating current of width dx will not have a vector sum of charge of zero. That should be adequate provided the position of the electron is truly a probability function. I get the impression that probability is not thought to apply -- the orbitsphere is the sum total of an infinite number of great circles of circulating current of width dx and (possibly varying) thickness dz. Perhaps I'm mistaken on this point. Eric [1] http://www.blacklightpower.com/wp-content/uploads/FLASH/P_Orbital_HighRes.swf
