Here's an older article I found: http://www.lenr-canr.org/acrobat/GodesRquantumfus.pdf
Jeff On Wed, Aug 15, 2012 at 9:09 PM, MarkI-ZeroPoint <zeropo...@charter.net>wrote: > Lou suggests: > " If so, the effectiveness of the stimulus could be quite sensitive to > waveform shape and frequency." > > Absolutely it would... It wouldn't surprise me for Celani's and Rossi's > cells, that increasing the resistance heater temp will increase the rate of > reaction, but at some point it will peak and then begin to dampen the > reaction. Same goes for Godes' except that in his case it's the Q-wave > frequency. > > Now, one might say that increasing the power to a resistance heater, and > thus increasing the heat output, is not a 'frequency', so how is that > similar to Brillouin's Q-waves? Simple, the increasing heat causes lattice > vibrations to increase, and the frequency of those lattice vibrations will > come into resonance with atomic elements, causing an energy coupling that > normally does not occur. Rare though... frequencies have to be just right. > > -Mark > > > > >
