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APM Examples

 

The Aether Physics Model successfully predicts the electron 1s orbital binding energies.  We have also developed the nuclear binding energy equation enough to show that it, too, will eventually provide precise values of the binding energies and important insights into quantum and atomic structures.

As for more mundane examples of APM physics, let us assume we want to calculate various physical quantities using the new system of quantum measurements.  How would this work?  Below are simple, practical examples.

Ohm's Law

Power of Light

Scalar Waves

Vorticular Opposition

Magnetic Field

Ohm's Law

Ohm's law states that potential is equal to current times resistance.  Let's calculate the potential of 4 ohms times 5 amps.  

Because all the quantum measurements have the same relative proportions as classical units, the values remain the same.

You can think of the unit of ohm as being equivalent to the quantum measurement of resn.  Similarly, the units of amp and volt are equivalent to the quantum measurements of curr and potn, respectively.

Power of Light

Let's say photons are produced at the frequency of 50 gigacycles per second.  The quantity of light being produced is then:

How much power per atom is available from that light at 25 ft?  25ft is equal to:

therefore the total power of 50 gigacycles per second at 25 ft is:

The total power will depend on how many atoms are simultaneously emitting power at that frequency, or in other words, it will depend on the amplitude of the signal.  If there are about 1.151 x 1016 atoms emitting photons, then there will be about 15 watts power available at the receiver.

From this simple analysis of power it becomes obvious that the size of the emitter (antenna) plays a part in the transmission and reception of power.  And since photons are emitted according to the Compton function, orientation is also important.

Scalar Waves

Scalar waves, or longitudinal waves, have a specific unit in the Aether Physics Model.  The quantum measurement unit of scalar wave has value and dimensions in MKS units as:

Vorticular Opposition

Vorticular opposition is a unit similar to resistance and friction.  In this case, however, the unit describes the vorticular action of subatomic particles as they interact with each other.  The quantum measurement equivalent of vorticular opposition in MKS units is:

Magnetic Field

Magnetic field also has a specific unit.  Unlike Maxwell's electrodynamics, the Aether Physics Model does not describe the magnetic field in terms of magnetic flux density and magnetic field intensity, although it still can be done.  The value and dimensions of the quantum measurement's magnetic field unit in MKS units is:

In the Aether Physics Model, all expressions are simple Newtonian type, Classical algebraic expressions, just as one would expect from nature.  If we wish to describe the relationship of the unit of potential to the unit of magnetic field we would see it as:

What this tells us is that potential is caused by a longitudinally oscillated magnetic field.  If we observe the secondary coil in a high potential, high frequency oscillator (Tesla coil, for example) we will see that the magnetic field is longitudinally oscillated near the top of the coil, where the potential is the highest.

Similarly, if we observe the current unit in the same secondary coil we would see it is equal to:

This is to say that current produces a magnetic field through the action of vorticular opposition within a conducting medium. 

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Last updated on Friday, June 13, 2008 03:00:10 PM