Bob Cook-- I had watched Suskind lecture and induced me many questions. Overall the electron spin defined in qm is minimalist and may not serve to model complex magnetic interactions like in this magnet experiments. First of all electron spin is used both define its angular momentum and its magnetic moment by a simple assumption of rotating e charge around the spin axis. Instead it would be possible to introduce the Zitterbewegung as internal wobbling of its magnetic dipole axis just seen on these wobbling magnets. As the zbw frequency is too high for direct mesurement methods, the observed spin (magnetic moment) would be the time averaged vector of this wobbling vector. Actually qm is little catious about orientation of spin vector and use the Z component term. It left X and Y components as probability stuff. Anyway, if zbw like wobbling would be introduced in e magnetic moment, many thing supposed impossibe could be explained. On the latest videos the magnet orbit plane slowly rotates. It appears a precessional effects and this rotation rate directly affected by presence of magnetic field on Z direction. If this magnet supposed an electron this slow precession correspond to Larmor precession. H Ucar
The Leonard Susskind lecture on the nature of electron spin in a magnetic field is instructive. See the following link to Susskind’s series of lectures at Stanford Univ. https://www.youtube.com/watch?v=ZCymP87zFwc Susskind presents how electrons can respond in a magnetic field to emit EM radiation. SPP’s and other engineered systems in the field of LENR are thought to create intense magnetic fields. The coupling of electrons to the a magnetic field depends upon the intensity of the magnetic field the electron encounters. It may be that resonances of allowed energy transitions in a coherent quantum mechanical system of particles—a metallic lattice or a coherent inter-connected plasma, etc.---may cause transitions of the coherent system to lower potential energies and greater thermal—phonic or thermal energy of the lattice, total energy being conserved. The various coupling modes associated with a varying magnetic field or fields at right angles may allow short-term conditions/resonances to allow the energy transitions suggested. The rate of such reactions in a strong magnetic field may be substantial causing many reactions to occur, producing useful energy. As Susskind notes, the intensity of the magnetic field reduces the time it takes for a electron to shift its spin and give off low energy photon. Thus, lots of electrons that are ready to change their spin state found in a metallic lattice may be the ticket to get the LENR reaction to occur with a distribution of many small quanta of energy as spin energy to a large number of electrons. The various magnetic modes of your (H Ucar) experiments may shed light on the appropriate way to create the resonances noted above in an engineered system of an appropriate geometry and or the devices to provide the varying magnetic fields suggested as necessary to induce LENR. Bob Cook
