ENVR 65 |
| Pertaining to the quantum mechanics, the basics of our approach using the stochastic differential equation (Langevin equation) is written for quantifying dynamic motion of known molecules as D2+, D2 and D3+ as well as D-atom state. Role of the Platonic symmetry in these known molecules are discussed for deducing simple one-dimensional (Rdd dependent; here Rdd is distance between nearest d-d pair) Langevin equation and making ensemble averaging to obtain equation for expected values. The methodology is applied for more complicated D-clusters as 4D/TSC and 6D/OSC which would keep the Platonic symmetry, by introducing the force fluctuation deviating from the ideal Platonic symmetry. Time-dependent TSC and OSC trapping potentials which take balance to getting back to the Platonic symmetry from the distorted states were defined and used for numerical solution of Langevin equation. Finally, time-dependent fusion rate formula for simultaneous 4D interaction was obtained based on the Fermi's golden rule and one-pion exchange potential of strong interaction. The 4D fusion is regarded to cause radiation-less excess heat and 4He ash in metal-deuterium systems under dynamic conditions. |
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New Energy Technology
8:30 AM-11:00 AM, Tuesday, March 24, 2009 Hilton -- Alpine Ballroom West, Oral
Division of Environmental Chemistry |