I just was recently fired from a job(Thanks Boss! You A**hole!), which has given me some extra time for research. I have decided to take a shot at devising a "Steam Resonator". There are several other inventions similar to Stan's which I will use as reference to find the way this type of device really works. One device of great interest to me is the "Peter Davey Sonic Resonance Boiler". Here are some details...
(http://www.rexresearch.com/davey/14_k08_3.gif)
"The design of the Davey's sonic heater is extremely simple. It actually is composed of two major parts only - see Figure K8 (3) from monograph [1/4]. The most important out of these two parts is a resonating hemispherical bowl (1) made of a sound inducing metal plate. The second part is a buffering hemispherical bowl (2) almost identical in shape to the bowl (1). This second bowl has the radius around 4 mm larger than the resonating hemispherical bowl (1). Both bowls are assembled symmetrically one around the other, means the hemispherical bowl (1) is placed inside of the hemispherical bowl (2). Coin is 32 mm wide = 1.25984 inches / Big bowl approximately 1.75 inches wide and .75 inches thick / Small bowl approximately 1 3/8 inches wide. Of course, apart from these two bowls, the heater also includes a long rod, nuts, washers, and electrical wires. These are to hold it together, to supply electricity to both bowls, and to allow the heater to be submerged into water that it heats. But these other parts are marginal additions only. The major parts are the bowls. During experimental production of this heater, the resonating hemispherical bowl (1) usually is made from an old cover for a bicycle bell. The dimensions of this hemispherical bowl are not important. It is only vital that it falls into a sonic resonance at the frequency of 50 Hertz, and that it has the outer surface which is parallel and equidistant from the external buffering hemispherical bowl (2). To each of these two bowls a different wire of the household electricity supply (i.e. 220 V, 50 Hz) is connected. The heater must be submerged in water that it heat. It brings water to the boiling point extremely fast. More details about the design and operation of this sonic heater is provided in subsection K3.3 from volume 10 of monograph [1/4]. After being constructed, the Davey's telekinetic heater must be "tuned" in two different manners. The first tuning depends on providing the hemispherical bowl (1) with such frequency of the own oscillations, that makes this bowl to resonate acoustically when a sound of the frequency 50 Hertz is emitted nearby. The second tuning of the heater depends on appropriate selecting the distance "L" between both bowls (1) and (2). On this distance depends the formation of the standing wave between both bowls. Thus it decides about the energy efficiency of the entire heater. From the information that the inventor repeated to me, I gather that the measurements carried out by New Zealand scientists suggested that this heater may consume even less than the equivalent for around 5% of the energy that it generates in form of heat. This would indicate, that the electrical efficiency of this heater is around 2000%."
My first device will be based on this design, but, I need to explore how to utilize this process with a set of tubes instead of hemispheres. 60Hz is what my household electricity runs at so I will have to build accordingly. Stan's design was somewhat different as far as the driving components and somewhat more complex. But, achieving the same results, like Davey, with the resonate cavity. There is one aspect to consider in this experiment and that is the bowls tendancy to act like a "Tibetan Singing Bowl" giving the illusion of boiling water through turbulence. I am also at odds with the claim that the bowl must be acousticly tuned to the driving frequency. I was under the impression that the emitter(bowl or anode) and the medium should be the same frequency regardless of mass. I may be over thinking this and making it more complicated too. And then there is microwave ovens and how they work! LOL! It never ends!
