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INPUT POWER MEASUREMENT AND ITS SIGNIFICANCE IN THE ADAMS TECHNOLOGIES
In relation to the measuring of input power to the Adams motor generator, where the question of differentiating between the heat produced by the motor section and the heat produced by the generator section, particularly where the motor generator is one integral unit, there poses a controversial situation of "how best to calculate the measurement" if the measurement "is determined calorimetrically"?
In reality, it is irrelevant to measure the quantities of heat of either sections in any case.
I made the decision some years ago to abandon trying to differentiate between the two measurements and, in so doing, put an end to the unnecessary laborious hours spent in complex calculations by measuring total heat power and to simply consider any heat energy not harnessed as an additional loss together with other normal losses.
This is entirely acceptable for the very reason that "all" losses are of no consequence whatsoever in this technology, as the machine in question is operating in the dimension commonly known and referred to in scientific circles as "Zero Point", i.e., energy generation being "infinite" with power incrementally increasing with time, as the calorimetric graph indicates. [Ed - unprinted on web]
I refer the reader, at this point, to an internationally recognised scientist in applied aetheric energy technologies, one Dr. Peter Lindemann of the USA, who quotes to me in correspondence of October 16 1999 :-
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"Thank you for the package of your latest writing. In my humble opinion, it is the best material I have seen to date. Your documentation on the violation of Ohms Law is monumental! Congratulations. Also, your eloquent defense of yourself and others in the field is masterful. Spoken as the real leader you are.
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Now that you know, with confidence, that Ohms Law only operates within a narrow window, and that once outside this window, it begins to fail as a useful method to calculate accurately, the behaviour of certain equipment, such as your machines, surely you can now better appreciate what I have stated in the past, that we do not know what the real equivalences are between electrical work as Watt-Hours, heat work as BTUs, and mechanical work as Foot-Pounds. If we really do not know what the equivalences are, then we cannot calculate conversions between these units of measure! I really do not know how to make this point more emphatically!"
And, in further correspondence , he quotes :-
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"There is also another way of looking at the 'efficiency' of your machine. Your machine recovers all of the electrical input. Then, it also produces mechanical energy and heat energy. Since no mechanical work or heat is put into the machine, these outputs represent and INFINITE PERCENTAGE GAIN over the zero amounts put in......more than enough to irrefutably crush conventional explanations! Absolutely spectacular! You are liberating real work from the aether!
Since we really don't know the 'equivalent' values of electrical mechanical heat in real units, it seems best to measure inputs and outputs for each energy manifestation separately. In this way, your machine shines like a beacon toward a new horrizon. It also begs the question - 'Since your are getting all of the electricity you put in back out, where does the heat and mechanical energy come from?' This way of looking at it shatters any hope of finding an explanation within the 'conversion' or 'efficiency' ideas of the 'First Law of Thermodynamics'. The real efficiency of your machine is UNKNOWN because it proves that nothing is being converted into anything else. Energy affects are simply APPEARING FROM 'the aether', 'nowhere', 'counter space'. 'the Zero Point' ...........you name it. The truth is, we still don't know how best to do it.
What we can measure is:
- Voltage (potential difference)
- Temperature (thermal difference)
- Mass (weight or atomic volume)
- Distance (length)
- Time (duration)
The cross product between temperature and mass gives us WORK units of Calories or BTUs. The cross product of distance and mass gives us WORK units of Foot-Pounds or Dyne-Centimeters, which can also be expressed as Joules. (1 Joule = 0.7375 foot-pounds = 107 Dyne-Centimeters). Watts are defined as a "Joule per second" or as volts times amperes. This makes a Joule also equal to a Watt-Second by definition. But since "current" and "resistance" are generated by calculation according to Ohm's Law, the Watt-Second cannot be measured as a unit of electrical work, it can only be measured as a unit of mechanical work. Without Ohm's Law, there is no way to determine WORK in electrical machinery, unless you resort to Calorimetry. Then and only then, can you measure things again, and get away from calculating. This is what you are already doing, which is exactly correct!" (Peter A. Lindemann, Borderland Sciences Research Foundation, U.S.A.)
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