Dear Jim,
Thank you, glad you liked my work.
It's great that you always want to find the root of the problem:
"The modern human narrative is about breaking boundaries, those thought to bar us from movingbeyond. One of the barriers held our most modern form of humans to confinement to this planet".
"I do find the Bohmian mechanics explanation more satisfying than the standard Copenhagen interpretation. The pilot wave view seems to open the door to related concepts in realms of physics like neuro-physics as well".
"It is our own human multi-layered neural networks and their connection with naturewe must understand to seek truths and solve problems".
Your work deserves the highest praise. On the last day of the discussion, my rating will be given to you.
The events of recent months with COVID-19 have dramatically changed the world. The world will no longer be the same, because priorities have changed and values are being revised. Now, first of all, practical solutions are needed.
I decided to help doctors, biologists and chemists in the fight against COVID-19.
First of all, I formulated the primary task - to connect the universal laws of quantum mechanics with the properties of the connections of the coronavirus COVID-19 with human cells.
To do this, it is necessary to solve the problem of calculating the splitting levels for any spectral lines that are associated with the orbital pilot waves of molecular bonds.
But it turned out that in the universal formulas for calculating spectral lines (5), when they were converted into a convenient form, an error crept in my essay.
I fixed the error and replaced the file of my essay. It is good that this could be done before April 24th.
I ask everyone to excuse me for not being attentive.
Now, on the basis of the corrected formulas, I have formed universal formulas by which intermolecular bonds are calculated, and now it is up to the experiments with COVID-19 and human cells.
The idea of fighting COVID-19 is quite simple.
Since all interactions of the elements of matter occur at strictly defined frequencies of real pilot wave resonators, there is a dispersion mechanism of interaction between resonators that are close in frequency. This mechanism allows you to either stimulate (catalyst) or suppress (inhibitor) strictly defined bonds between molecules.
Such a dispersion interaction of the resonators is similar to a multi vibrator Yagi-Uda antenna Yagi-Uda antenna. The resonant frequency of the reflector is shifted down by 5% (with a low Q factor of the resonators) and leads to complete suppression of radiation in the direction from the vibrator towards the reflector. And several directors, shifted up in frequency by 5% relative to the main vibrator, repeatedly amplify the radiation in their direction, in fact, pumping energy out of the main vibrator, shunting it and reducing its wave resistance.
Using the experience of constructing multi vibrator antennas, it was concluded that, in the optimal version of the antenna, many directors should have a monotonous reduction in size as they move away from the vibrator. Those. each sequentially removed director pumps out energy from a closer director, and they all optimally pump out energy from the vibrator.
A set of spectral splitting lines for any line calculated according to Rydberg's formula in quantum mechanics plays the role of directors, amplifiers, and stabilizers of spectral lines.
Nature is so arranged that to ensure its stability, the first pilot de Broglie waves of orbital electrons of intermolecular bonds necessarily form second pilot waves, which are elements of the electronic level of matter with a significantly longer wavelength (form lines according to Rydberg's formula) and which are able to transform through the phase of photons . This phenomenon is similar to the conversion of electron-positron pairs into photons, which can again form electron-positron pairs.
Those each stable pilot wave must move at a certain speed or be indignant at a certain equivalent speed in accordance with the formula for the de Broglie wave of an electron. The second pilot waves provide the necessary perturbation of the first pilot wave. Without the action of the second wave, the original pilot wave cannot exist and is annihilating. The fourth pilot waves de Broglie of electron support the second pilot waves of electron and form splitting lines with frequencies ranging from 100 MHz (wavelength 3 meters) to 10 GHz (wavelength 30 mm).
Thus, if the spectral lines of splitting of the fourth pilot waves are suppressed by irradiation with electromagnetic waves, then the first de Broglie pilot waves of the orbital electrons are suppressed, then the orbital electrons are forced to change their orbit, and the harmful connection of COVID-19 with human cells will break or collapse COVID-19.
All these phenomena are a consequence of universal quantum laws and the fractal structure of matter and can be used in neurophysics close to you. Because the above physical mechanisms of interaction between pilot waves are the basis for self-organization of matter and the work of neuron connections.
Warm regards,
Vladimir
