The General Theory of Harmonic Energy Waves

This series of essays updates some of the information found in The Unified Wave Theory and adds additional information.  We also want to make note that these essays do not include updates on the formation of energy. 

An Introduction to Harmonics

An Introduction to Overtones and Undertones and their Development on a Monochord

A Condensed Presentation of the Symmetry Center of the Universe
and the transformation from Boson to Fermion waves (light waves and particles)

A simplified essay describing the general principle of the existence of a numeric center to the universe as the source of the plank barrier and the transition between unsymmetrical light waves and symmetrical particles.

The calculation of the EM harmonic symmetry center energy/wavelength; the applied calculation of the symmetry center bonding energy; the applied calculation of the proton, neutron, and electron mass as exact to the experimental values or to within the accepted margin of experimental error; the calculation of the fine structure constant to the exact accepted experimental value. 

The Calculation of the Symmetry Wavelength Color, And the Calculation of the
Symmetry Tonal Frequency Adjusted to the Center of The Human Hearing Range

The calculation of the symmetry color and tone to within our visual and aural ranges yields the color yellow-orange and the tone A.  We note that there is a significant effort to instill 432 cps as the standard or reference musical pitch.  This calculation suggest such an effort has validity.  Further information on this subject can be found in The Origin of Music Theory expected in 2003

Musical Tone Organization as Particle/Atomic Energy Organization 

There is one fundamental system of energy organization that is defined by the basic harmonic properties of electromagnetic waves1,2,3,4,5,6,7,8. These basic properties define sub-particle organization resulting in the particles, and particle organization resulting in the elements, as well as all other natural energy systems. The natural system of musical tone organization, as defined through the experiments of Krumhansl, C.L., Bharucha, J.J., & Kessler, E.J.9, is such a system and is shown to correspond to particle and atomic organization.