146 lines
8.3 KiB
Plaintext
146 lines
8.3 KiB
Plaintext
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| File Name : MRA1.ASC | Online Date : 12/17/94 |
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| Contributed by : Joel McClain | Dir Category : ENERGY |
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| From : KeelyNet BBS | DataLine : (214) 324-3501 |
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| KeelyNet * PO BOX 870716 * Mesquite, Texas * USA * 75187 |
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| A FREE Alternative Sciences BBS sponsored by Vanguard Sciences |
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Magnetic Resonance Amplifier
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description of operation
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by Joel McClain
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The MRA is a series resonant LC circuit in which power gain is attainable as a
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result of the increase in effective impedance under certain operating
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conditions. When the series impedance increases, primary current is reduced.
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When the power available from the secondary coil either remains the same or
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increases as the primary circuit impedance increases, a power gain occurs.
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This is not possible with a series resonant circuit made of conventional
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materials. Even unity power transfer is considered to be unattainable as a
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result of accumulated losses in the components, which are passive (reactive)
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devices. Materials and construction methods are chosen for these components
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based upon the type of application and frequency to be applied, with the goal
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of minimizing losses.
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A typical capacitor with polyethylene dielectric has a dielectric constant of
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2.3 times that of air. Air has a constant of 1.0, and is the basis for
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comparison. Titanium dioxide, however, has a dielectric constant maximum of
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170, and a corresponding power factor of only 0.0006, comparable with
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polyethylene, so that the dissipation of primary current in the dielectric is
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extremely low. This is where the comparison ends, because the titanium
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composite "capacitor" is also a piezoelectric device as well as an excellent
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capacitor.
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Heat adversely affects the power factor of most dielectric materials. Titanium
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zirconate, however, contains polar molecules which rotate as thermal pressure
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is applied. This rotation increases the dielectric constant if the frequency
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applied is equal to or lower than the resonant frequency of the dielectric.
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At series resonance, the rotation of polar molecules contributes to heat; as
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the dielectric constant increases, a corresponding release of free electrons
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occurs, as a direct result of the piezoelectric properties of the device.
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In application, the MRA is tuned at resonance for maximum power transfer, then
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detuned slightly for maximum power gain. This relates directly to the use of
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thermal pressure at resonance, and the effect that this has on continued polar
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rotation and the release of donor electrons.
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The coil, or primary of the MRA is a magnetic core which, relative to the
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fixed capacitance of the piezo, is a tuned permeability device. This is often
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used in RF devices to attain a stable resonant frequency. Magnetic materials
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are chosen based upon the operating characteristics of the intended
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application to reduce eddy currents in the operating range.
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In these applications, the resonant frequency of the magnet itself is avoided,
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as this would "beat" with the oscillating current. However, in the MRA, this
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is the exact effect which we want.
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The barium ferrite magnet resonates audibly at frequencies which are harmonics
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of the series resonant frequency. The effect of this in a typical audio
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application is called harmonic distortion, and is not desirable, but once
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again, in the MRA, this is what we want to occur.
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There is energy in the harmonics, and this energy serves to both counter eddy
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losses as well as to oppose primary current flow, while contributing to
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circulating current within the resonant circuit.
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The net effect of this, is that when the MRA is detuned, harmonics of the
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audible frequency "beat" with primary current, opposing its flow, while the
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increase in circulating current couples more power to the secondary, and
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therefore to the load. This is how the power gain is attained, basically by
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considering the naturally occuring harmonics as beneficial instead of as
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undesirable effects to be filtered out.
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When the MRA is detuned, the effective impedance increases as seen by the
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source, while the power available to the load decreases in less proportion.
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This is measurable by using resistive equivalent circuit testing. However,
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the detuning is load dependent, and slight adjustments are required if the
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load requirement is greater than the power band of a harmonic interaction.
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After retuning, the power to the load will increase in quantum intervals as
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the circulating current is reinforced by the reaction of the permeable magnet
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core. This will be seen as slight incremental voltage increases across the
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load device.
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Once the magnet is "ringing", it's frequency and therefore harmonics remain
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stable, as long as the series resonant range is not exceeded. Therefore, the
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detuning affects the piezo only, and the circulating current increase is a
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result of the phase relationship between the harmonic and the source.
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Voltage amplification is seen across the primary, measurably higher than the
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source voltage, and this is "seen" by the secondary. This is not the same
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thing as a power gain, because the power gain is a direct result of effective
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impedance.
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It should also be noted that the term "virtual rotation" has been applied in
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describing the operation of the MRA. The comparison is made with a generator,
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in which relative motion occurs between a coil and magnet. Rather than use
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physical energy to rotate a mass, the MRA uses resonance to rotate the energy.
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This is seen in the polar rotation of the piezo dielectric as well as in the
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molecular energy occuring in the reactive component of the magnet, ie, the
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ringing. The lattice structures of the piezo and magnet are compatible for
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virtual rotation, and the materials complement each other electrically.
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In the past, researchers have noted many effects which occur at aggregate
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resonance, which typically includes a range of three octaves. Anomalous
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energy gains were referred to as "aetheric". The aether was believed to exist
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outside of the three physical dimensions, and could be "tapped" for free
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energy at resonance.
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Aetheric energy is said to be limitless, but to vary locally with increases in
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earth magnetic fields at sunset and sunrise, like the tides of an infinite
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ocean. This effect is not thoroughly understood, but has been observed in the
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MRA, as increases in output in the early morning, and decreases in the early
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evening. This is still being studied.
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Experimentation will determine the optimum MRA design for a specific range of
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applications.
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------------------------------------------------------------------------------
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Vanguard Note
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The use of Lenz Law (back EMF) is legend in free energy circuits. When the
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back EMF is reversed and phase matched to the forward EMF, you have an
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increase in efficiency because of the reduction of eddy current heating
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through the addition of the previously wasted power.
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This is generally understood to apply primarily to magnetic flux, yet
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because frequency is involved, phase conjugate principles play a major part.
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Phase conjugation applies to all frequencies regardless of the type of
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energy being used. Harmony (constructive interference) and dissonance
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(destructive interference) are controlled using phasing and frequency
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relationships.
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If the rhythmic energy flowing through the mass is made resonant to the mass
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aggregate resonance, you further reduce the resistance and impedance,
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thereby achieving unity and in some cases overunity.
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Most people want clean and simple circuits. These would not entail physical
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motion or large inductive masses as are encountered in orthodox generators.
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The MRA circuit fits this approach very nicely because it does not involve
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moving mass, but rather moving energy harmoniously to produce energy.
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Further information on the MRA, its operational characteristics,
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correlations and updates will be provided as they are documented.
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