Multiple Scattering, Coherent Resonance, Quantum Flux and Quantum Hydrogen Energy
Abstract
S. E. Koonin’s formula and Bethe’s calculation on solar energy are combined with the 2-step nuclear resonance caused by multiple scattering in lattice in order to evaluate the resonance effect on the possible low energy nuclear reaction rate. This resonance is justified by the 6 straight lines from 6 laboratories (Fleischmann, Storms, Dennis, Mizuno, Parkhomov, and Tsinghua) in 5 countries. It may explain both Storms’ tritium and Miles’ correlation between excess power and 4He data. Similar to low energy electron diffraction, the low energy proton diffraction has 3 effects: (1) turns 2-body phase-shift into many-body phase-shift and makes coherent resonance in lattice, i.e. puts many peaks of wave function at many nuclear surfaces simultaneously and replaces the Gamow suppression by Boltzmann factor; (2) many bouncing back and forth motions between interface of 2 films greatly enhance the number of nuclear reactions; (3) reduces the total reflection rate from a set of films in terms of interference between many reflected waves; then, confine the incident wave inside the multiple film system for a much longer time. It is consistent with the correlation between quantum diffusion flux and excess power. This model may further explain 5-peak pattern and the 3 pA-law in the nuclear transmutation of metal hydrides (Miley, Mizuno, and Ohmori’s data). This is the Lattice Enhanced Nuclear Resonance (LENR). It is supposed to appear in the “electron screening potential”, and show the…
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