Continuum of Velocity Spectrum of Electromagnetic Radiation with Practical Application

When observing the velocity of radiation ‘in’ any physics reference frame, it will match any parallel speed at ‘c’ or 2.99792458 *10 ^ 8 m.

When observing the past the past events are always in the distance and the relative spatial density higher than that of the observer. With light speed being constant in absolute, for all reference frames twice the relative density would produce a relative, maximum speed of light of c/2. For double the relative density based on distance increase, according to the inverse square law determining this based on distance directly ahead, the maximum velocity would be c/4. In both examples the local light speeds never cease to be c.

When projecting observation into the future, the reverse trend would occur spatial density would be relatively lower as space expansion, laterally, surprisingly increases according to square law (inverse of inverse square law) separation. The ‘relative’ speed of light is proportionately greater than c. For the same original distance it ‘will be’ (a future event) relatively 2 * c for a current observer in the original physical reference frame. This is straightforward physics delivering an extraordinary result.

The implication is that there is one natural electromagnetic wavelength in any one intestinal reference frame. As we occupy a rotational and revolutionary physics reality a shift in inertial frame is simply a shift in projective or incident angle. To observe wave oscillation at different total angles produces an array of different relative lateral wave angles, θ.

All electromagnetic radiation emission is described by the same equation, for a future or expected electromagnetic wave. The current time electromagnetic technological application is briefly discussed after the equations.

v = f * λ

v = ( 1 Hz ) * n * θ [ quantum]

= quantum frequency * relativistic harmonic * quantum wavelength

v [ ELF, 10 ^ 5 m ] = (1 Hz) * ( 10 ^ 5 ) / 2 * Pi m * ( 2 * Pi rad ),

 v [ ELF, 10 ^ 5 m ] = 10 ^ 5 m / s.

λ = ( 2.99792458 * 10 ^ 8 m/s ) / f

= 2.99792458 * 10 ^ 8 m

= λ [ ELF, ~ 3 * 10 ^ 8 m ]

Wave harmonics are subject to relativity. It will distort by contraction or expansion, according to relative density of the physics (energy) reference frame relative to the observer. That can be done in a computer. All computer variable scalars or numbers are harmonics. They can be treated this way. They are dimensions in their own right and computer may multiply the harmonics (numbers) to produce higher order arrays or simply powers of the number - harmonic, power arrays.

The result can be multiplied by the existing, new understanding of f * λ. That calculates to (1 Hz) * ( Pi rad). With the computer‘a angularly ‘distorted’ or angular power ratio product harmonic, a higher than c value of n * f * λ must be certain rather only possible. Computers do this when they calculate above 299 792 458, numerically. The distortions are apparent in computer synthesised audio tonal variations.

Multiple computing devices working in cross tabulation of number data types will produce more harmonic power. They are generally processing devices already in one standard Personal Computer. There are limits to dimensional experimentatio, applying mathematical database scripting composite keys. Microsoft Access may offer a head start.

Harmonics are generated by time evolution of the quantum angle, 2 * Pi rad. Given that the spatial displacement or wavelength can be infinite by definition, the calculation of wavelength times frequency ( of 1 Hz ) means that the greatest electromagnetic speed of ‘ultra high wavelength’ times frequency is infinite speed. Since angular evolution known θ has no limits other angular momentum evolution’s, determined by the universal clock’s conclusion. The θ or angular upper limit is ∞ radians - infinite.

Computers generate fractally expressed and calculated time within, known as polynomial or fractal time. It can generate or select dimensions of time which lie ahead our own. The proof would be harmonics or numbers greater than the maximum in a time frame or inertial reference frame. That number is in f * λ. It is the harmonic, n in the expression of more independent dimensions n * f[c] * λ[c], where c = critical or fundamental. f[c] = 1 Hz and λ[c] = Pi rad. That translates to n = c / 1 Hz * Pi rad ~ 9.54269032 * 10 ^ 7. Computers work numbers far greater than that routinely. It is factual rather than theoretical.

That is apparent when we observe cosmic revolutions from a distance - eg intergalactic drift. The intergalactic movements already have to exceed our previous notions of the light speed barrier as we pan our vision left to right or up and down to observe this extremely high speed motion. One clear motion of what would have been thought of as faster than light speed, before now, is the relativistic and revolutionary speed of the entire universe.

If that was not possible quantum information including period, of particle rotation, could not be shared across the entire spatial dimensions instantaneously to propagate any singular charm of quark to many spatial coordinates in one moment or in one Hertz.

One Hertz is simply one full rotation of the universe. One second is its period or its inverse measurement.

A final observation - one of curiosity: When using a computer to calculate anything above the harmonic limit of c/( Pi rad / 1 Hz ), the computer is drawing on future harmonics. That is a paradoxical truth.

© Xerqon ABN 97661410108 2026