Monday, September 9, 2019

Revisiting Gold as the Law of Phase Harmony secret of Acoustic Alchemy



so I had a strange synchronicity from talking, last night, about the Law of Phase Harmony and then someone today reading the below previous blogpost (that gives an empirical explanation of the Law of Phase Harmony).
 This enabled me to review my previous research and thereby get a better understanding of the Law of Phase Harmony.

Relativistic Quantum Gold as Superluminal Spin Spirit alchemy



So based on this pdf

What makes Gold unique as spirit alchemy is that it relies on relativistic quantum "magic" to create the color of its light.
So "gold" relies on absorbing blue but to do so there has to be a 1/2 spin relativistic resonance that makes gold different from say "mercury" - another relativistic quantum element.
Gold has a solitary electron in its 6s orbital, and several electrons in its 5d orbital. When you shine white light on gold, it reflects back every color except one: blue. The energy required to bump an electron from 5d to 6s in gold is less than the energy required to bump one from 4d to 5s in silver; it’s the energy of blue light, not ultraviolet.
That outer 6s electron is moving at fearsome speeds—relativistic speeds, in fact. Because of that, it has more mass than electrons at rest or the lower energy electrons in lower orbitals. And because of that greater mass, it has greater momentum, and in quantum mechanical calculations, that translates into an orbital that is contracted inward toward the nucleus.
"Z" is the atomic number and so as the mass increases then the electron radius orbit decreases as wavelength. Why? Because as based on de Broglie's Law of Phase Harmony - the wavelength is a "standing wave" with the energy defined by frequency. As the electron moves closer to the speed of light then its frequency of energy goes up so its wavelength goes down. The light emitted or reflected is then inverse to this quantum transfer - so as the electron wavelength goes down, the frequency of light emitted (reflected) also does down. 
 Thus, a striking lowering in energy, and a concomitant contraction, of the 6s orbitals of gold and platinum has to be regarded a proven fact.
So the relativistic paradox is that as the mass of the nucleus increases then the "magnetic moment" between the electron and nucleus increases the electron's frequency as light color - that has to be "superluminal" momentum - since time expands with relativity. 
In particular, the momentum transfer via the radiation force (6) to a dipole particle in the evanescent [superluminal] wave (7) will be larger than k per photon43. Such ‘super-momentum’ transfer was observed by Huard and Imbert37 in the resonant Doppler coupling with a moving atom. In terms of the quantum weak measurements paradigm, the ‘super momentum’ represents a weak value of the photon momentum with the post selection in a ‘forbidden’ zone unreachable for propagating waves (for example, beyond a totally reflecting interface)19.
So then the wavelength goes down as the mass increases since
"orbit radius is inversely proportional to m, it will decrease as Z increases."
Indeed, across the sixth period, the relativistic contraction of the 6s orbital increases and reaches a sharp maximum at gold, known as the ‘group 11 maximum’....Relativity causes the s and p orbitals to contract,


So then what happens is there is a "spin" transfer between 5 period of lower wavelength, the 5D, and the 6S period of larger wavelength (lower energy).
This, in turn, shifts the light absorption (primarily due to the 5d→6s transition) from the ultraviolet down into the lower energy and frequency of the blue visual range.
Because its orbital is contracted inward, the probability (quantum mechanics is all about probabilities) that gold’s 6s electron will be found consorting with 5s and 4s electrons is much higher than it should be, so that 6s electron is shielded from having to interact with electrons in the molecules of air and water.
The energy required to bump an electron from 5d to 6s in gold is less than the energy required to bump one from 4d to 5s in silver; it’s the energy of blue light, not ultraviolet. And if you subtract blue from white light, the remaining colors—red and orange and green—combine in your eye and brain into one color–golden yellow.
So this means that 5d is now "shielded" more from the nucleus electrostatic force, since 6s was contracted in orbit radius. This causes 5d to expand and spin switch with what was previously an open 1/2 quanta or 1/2 spin in the 6s orbit radius.
This lowers the energy of the 6s orbital and raises the 5d orbital, narrowing the gap between the two levels. This means gold atoms can be excited by blue photons, while other colours bounce off the surface, so we observe white light minus blue – which gives us the characteristic golden-yellow hue.
Especially electrons in the 1s orbital, closest to the nucleus, orbit with a velocity of 1.6×108m/s to have sufficient kinetic energy to avoid colliding with the nucleus.
This is more than half the speed of light: c≈3×108m/s.
This increases the electrons mass by about 20%, causing greater electrostatic force of interaction between the nucleus and the electrons.
This directly causes the gold atom to shrink in size.
For this numerical experiment, we use parameters corresponding to real experiments manipulating particles with evanescent [superluminal] fields (for example see refs 57, 58, 59, 60, 61, 62). Namely, we consider radiation with the wavelength λ=650 nm, a gold particle (εp=−12.2+3i, μp=1) in water (ε=1.77, μ=1), and near-critical total internal reflection (the angle of incidence is θ=51°=θc+1.5°) from the interface between heavy flint glass (ε1=3.06, μ1=1) and water. Calculations of the corresponding wave fields and characteristics are given in the Supplementary Notes 2 and 3. The resulting force and torque components (normalized by F0=a2|A1|/4π and T0=F0/k, with A1 being the amplitude of the incident wave in the glass), as functions of the dimensionless particle radius ka are shown in Fig. 3b,d (see also Supplementary Fig. 4 and Supplementary Table 1). These are the main numerical results of our work, which offer several new experiments for the detection of extraordinary spin and momentum properties of evanescent waves.
Thus, an exceptional evanescent- wave structure with pure spin transverse momentum offers a unique opportunity for the direct observation of this fundamental field-theory quantity, which was previously considered as ‘virtual’.
OK so now we've proven in science that Gold indeed exhibits the superluminal momentum predicted by de Broglie's Law of Phase Harmony - the superluminal spin. We've also shown this property of gold is based on the increased density of the nucleus that enables absorbing blue light at a smaller wavelength than usual, due to a relativistic spin transfer.

Alchemically what this refers to is the "yin shen" being transformed from red light (yin qi) blockages into yang qi (blue light) that then ironically CREATES the Yang shen as Gold Light. Normally we don't link of increasing the absorbing of blue light as creating more gold light. But the gold light is the Yang shen that is seen "externally" in linear time while the internal light is actually superluminal due to the relativistic quantum spin shift I described above.

We can also all this "evanescent waves" aka superluminal spin or superluminal momentum the "phononic field" or what I called the "Fundamental Force" back in 1996.
To create the Yang Shen it is crucial to "absorb light" from the future - this is the blue light shift - and thereby convert the yin qi (red light of the past time) blockages into yang qi - with the two light shifts harmonized non-locally via the superluminal phase wave - the Yuan Qi.

Relativistic Quantum Dynamics:



and
this (pdf):




this pdf includes videos of the evanescent spin momentum (superluminal) light as a REAL force that moves Gold nanoparticle - or causes the gold nanoparticle to move a birefringent plate.
So as the particle moves the internal frequency goes down while internal time (relativity) goes up (slows down) and then the particle's guiding wave momentum goes up (frequency goes up past the speed of light) while the wavelength goes down.


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