https://zenodo.org/records/15508946

Introduction

In the theory of wave model of matter and fractal structure of the Universe, matter is considered as waves of energy. Everything is subject to resonant interaction. It is shown that there is a region of size 1/c² at the centre (considered as a dimensionless quantity), which can be seen as the centre of mass of a particle, and the adjacent region will have a wave energy distribution around it, which can be interpreted as a wave function. This helps to explain why the existing physics, quite accurately describes the processes taking place in the surroundings. This approach is very convenient for describing the world, although it has some limitations, for example, it does not allow to describe what is happening beyond the boundary of the event horizon. Also this approach can help to carry out calculations of resonance frequencies for macroobjects, using which it will be possible to obtain the necessary information, for example, frequencies accompanied or caused by seismic activity.

The article is based on the paper «Wave Model Theory of Matter and the Fractal Structure of the Universe«.

Macro-object as a particle

Since the matter of which macroobjects are composed is the result of wave processes of energy, the macroobject can be replaced by a representation of a wave process. The macro-object itself will be an analogue of the region 1/c₁², where c₁ is the effective interaction velocity that would create an object with such dimensions.

In such a case, knowing the radius of the macroobject, one can find out the speed at which its analogue would be created as a whole wave. Knowing its effective interaction velocity, it is possible to calculate the charge of the object and the parameters of the particles that will be in resonance with it, which will allow, for example, to detect the effect of charge interaction or energy rotation and use it, for example, to repel from the macroobject.

If we have an object of radius R, we get a value for the interaction velocity:

Knowing the effective rate of interaction, we obtain the expression from the formula for calculating the charge:

Using the formula for calculating the wavelength at a given interaction velocity, for a macroobject we can rewrite it in the form:

At n>4, energy transfer into gravitational waves will be observed, which will lead to seismic activity.

To calculate the frequency we use the standard formula:

Here already the standard speed of light is used as c, because we have to get resonance with our interaction speed.

Calculation for Earth

Using the formulas above, we calculate the parameters for the Earth.

Earth radius R 6371≈× 10³ m

According to current physical understanding, the Earth has a negative electric charge of approximately 600,000 coulombs (C). This charge is due to the existence of a global electric field between the Earth’s surface and the ionosphere, where the Earth is negatively charged and the ionosphere is positively charged. The average strength of this field near the Earth’s surface is about 130 V/m. ru.wikipedia.org ZFTSh, MIPT

It was this discrepancy between the values of the charge obtained by me and the one obtained in physics that made me think about the essence of the constant fine structure. This led to the formation of the chapter «On the nature of the constant fine structure» in the work «Theory of the wave model of matter and fractal structure of the Universe«, in which its essence is explained. For the Earth the influence of gravitation, caused by the same, in the manifestation of charge will be much less, so in this case there is a discrepancy. In the future I hope to find the calculated value of this coefficient depending on geometry.

Now let’s calculate wavelengths and frequencies for different numbers of nodes, which will create different variants of interactions at resonance with the Earth in this case.

n=1

n=2

n=3

n=4

At frequencies lower than 27 Hz there will be energy transfer to the inner region of the macroobject, which can cause seismic activity. It can also be said that seismic activity will be accompanied by the emission of energy at frequencies of 27 Hz and below. This can be used as a signal of the beginning of seismic activity.

Table of resonant wavelengths and frequencies for the Earth

Conclusion

In this paper it is shown that using the geometrical approach of the wave model of matter, it is possible to calculate the resonance frequencies of macroobjects, including such as the Earth, without involving empirical data.

It has been shown that resonant frequencies corresponding to different numbers of nodes (n) can be used as indicators of different modes of interaction with a macroobject, from safe energy resonance to the transition to the region of gravitational disturbances and possible seismic activity.

These results confirm that the wave approach underlying the ‘Theory of wave model of matter and fractal structure of the Universe’ is applicable not only to the microcosm, but also to macroobjects, and can provide useful information about the structure and dynamics of interactions in nature.

The obtained dependences can be used both for further theoretical analyses and as a basis for the construction of practical devices interacting with mass at resonant frequencies.

The proposed calculations can be used as a basis for the development of technologies for controlling gravitational interaction and monitoring geophysical processes, as well as for the creation of means for wireless energy transfer at a distance with a high efficiency factor.