HERA magazine (Rome, in Italian), in press (2002); invited article
The Great Pyramid as an Aether Wind Trapping Site
by Volodymyr Krasnoholovets
Pyramid and Quantum Theory
Mehler  notes that in the Khemitian language (i.e. language of
the ancient Egyptians, Khemitians) the Greek term pyramid was known as Per-Neter, which meant
House of Nature, or House of Energy. The main purpose of the Great Per-Neter was to generate,
transform, and transmit energy. Dunn  came up with a hypothesis that the Great Pyramid was a
geo-mechanical power plant that responded sympathetically with the earth's vibrations and converted
that energy into electricity. He writes that the transducers for this power plant are an integral part of the
construction that is designed to resonate in harmony with the pyramid itself, and the earth. His
conclusions were made following a detailed engineering analysis of the Great Pyramid's interior
design as well as well-known unusual effects, which are observed inside the Pyramid. Dunn
referred to the study of the King's Chamber by an acoustic engineer who detected infrasonic
vibrations in the King's Chamber that were harmonics of the Earth. Thus Dunn conjectured that
the chamber, by its geometric and physical design, might be a mighty transducer: acoustic
vibrations should influence chips of quartz, which enters into the composition of granite used
for the construction of the chamber. Quartz is a piezocrystal and this signifies that any mechanical
or acoustical influence should immediately result in the generation of an appropriate electrical
field on the surface of the crystal with the frequency of an incident mechanical perturbation.
In the previous article , we have discussed the constitution
of the real space (see also Ref. ), which was known by the ancients. In particular, the constitution
of space was known in detail by builders of Egyptian pyramids. The builders used the fact that any
moving object interacts with the space and the interaction induces spatial excitations, called in my
works "inertons", as they are carriers of inert properties of massive objects. Any moving elementary
particle is surrounded by its inerton cloud. The same takes place in the case of a massive object:
a huge cloud of inertons encloses the moving object. Inertons surrounding objects make up a
substructure of the matter waves, which so far were only treated in the framework of the probabilistic
quantum mechanical formalism and, therefore, any physical interpretation of the reasons of unusual
behavior of quantum objects was not taken into account. Meanwhile, experiments conducted by
my colleague and myself provided rigorous support for the submicroscopic approach to quantum
mechanics, which was well known to architects of Egyptian pyramids.
Inerton Waves of the Earth
Thus, an inerton cloud appears around any particle when it
starts to move. In condensed media, atoms ceaseless vibrate at their equilibrium positions, i.e.
atoms are found in the steady motion. Hence owing to the interaction with the space (that is a
substance, a quantum aether, but not the emptiness), moving atoms create inerton clouds, which
accompany the atoms. The relationship between parameters of the atoms and their inerton
clouds shows that amplitude L of an inerton cloud much exceeds the distance between
neighboring atoms. This means that inerton clouds of atoms overlap and, therefore, an additional
interaction between atoms is settled in any media.
The conventional theory of solids deals with the force matrix U
(caused by the electromagnetic interaction of atoms) that determines frequencies of acoustic vibrations
of the solid studied. The availability of the inerton filed in condensed media makes it possible to
represent the force matrix in the form
W = Uel-mag + Uinert.
Of course, the second term associated with the inerton field is rather very small in comparison
with the first term given by the electromagnetic interaction. However, the presence of the term U
inert in the expression for the force matrix means that an outside inerton field is
able to affect the solid increasing amplitudes of vibrating atoms.
To act on a solid's atoms, we should have a source of the inerton
field. A comparatively intensive source of inertons is the Earth. Actually, the motion of atoms of
the Earth considered to be an ideal globe moving as a single unit apparently does not differ in
principle from the motion of a free particle shortly described in the previous section. A macroscopic
globe only contains inner structural bonds, which keep atoms in the globe. The bonds lead to the
coherence of atoms - roughly speaking we may imagine that all atoms in the globe nailed to their
positions. Deviations from coherence in the motion of atoms caused by thermal fluctuations and
various mechanical, physical and chemical processes, produce excitation of the atoms and as a
result, generation of acoustic waves takes place. Consequently, the corresponding excitation of
inertons (inerton waves) accompanying the acoustic waves will appear as well. If the lifetime of a
sound excitation that happens in any place of the Earth lasts only 1 sec., the corresponding inerton
wave will be able to round the terrestrial globe about ten times.
Two types of the motion of the Earth are important for our further
consideration: (i) the orbital motion around the Sun with the velocity v1 = 30 km/s
and (ii) the proper rotation; with this motion the velocity changes from zero in the center of the Earth to
v2 = 2πREarth/ 24 hour = 462 m/s
in the equator surface (here REarth is the radius of the Earth). The first type of the
motion is responsible for radial pulsation of the Earth globe. Fluctuations, which occur in the sun,
also contribute to the radial pulsation of the Earth globe, as the sun is on a radial line with the Earth.
Harmonic radial pulsations create radial acoustic waves, which generate similar (standing) inerton
waves. The behavior of inerton waves spreading across the globe by the space substrate is
practically the same as the said acoustic waves, which spread by the atoms of the globe.
There is only one distinguish: inerton waves travel with the velocity close to the speed of light,
but acoustic waves move with the velocity five orders lesser, namely, several hundreds of m/s.
The surface of the globe plays a role of a membrane that constantly keeps inerton waves stringed
to it (inerton waves are typical standing vibrations of the space substrate contained in the Earth globe).
Departure of a part of the moving surface matter of the Earth
from the motion with velocity v2, i.e. fluctuations of velocity v2, should
result in the appearance of acoustic excitations against and along vector v2, which
spread by the surface of the globe. In turn, acoustic excitations generate standing inerton waves
in the same directions, which travel by the space substrate around the globe.
Figure 1. Damped electromagnetic wave and the standing inerton wave that travels around the Earth.
Figure 1 demonstrates this pattern: the motion of inerton waves, which travel around the globe, is similar to the motion of
electromagnetic waves, which try to bend round the Earth reflecting from the ionosphere.
Electromagnetic waves are damped waves, but inerton waves are standing waves of the space
substrate contained in the framework of the Earth globe. Inerton waves do not damp at all (they
move through the space substrate that possesses very special properties similar to superfluidity
known in condensed matter physics). The inerton wave depicted in Figure 1, travels like an ideal
undamped acoustic excitation, which simply turning round the planet.
Therefore, two types of stationary inerton flows can be set off in
the terrestrial globe and their availability is associated with the motion of the Earth. Let the point A
in Figure 2
Figure 2. Radial and tangential inerton waves of the Earth.
is a source of sound excitations and hence the source of inerton waves as well.
Two directions of spreading of the said flows assigned by the vectors of velocities v1 and
v2 are shown in Figure 2 as well. Waves of any nature in principle can be amplified in a resonator.
Therefore, putting a resonator in any other point that lies on the path of inerton waves generated by the Earth
(or the same point A) one can amplify those waves. Intensive waves can more easily be recorded experimentally.
Let us consider characteristics, which a resonator of inerton waves of the Earth should possess. As
mentioned above, we can separate out two types of inerton waves propagating in the terrestrial
globe: (i) radial waves, which travel along the diameter, and (ii) tangential waves, which move
over the surface zone of the Earth along the equatorial East-West line (i.e., rather against the vector
of rotational velocity v2 of the Earth on the equator). In the former case, the inerton wave
front running along the diameter of the Earth passes in the cyclic period a distance
Lrad = 4πREarth.
In the second case the inerton wave
traveling around the Earth passes a distance Ltan =
2πREarth. (Here, for simplicity we neglect a constant factor at
REarth that takes into account the geographic latitude of point A). From these
two expressions, we obtain the relationship
Ltan / Lrad = π / 2.
Apparently, this relation also characterizes the ratio between the wavelengths of the tangential and
radial nths harmonics.
Let us assume that a material object is located in the globe surface
far from its poles. The object has linear dimension a in the horizontal plane along the East-West
line and h in the vertical direction, i.e.,
a / h = π / 2.
The object should play the role of a resonator of inerton waves of the Earth since its form is similar to the
Earth sphere (in the limit a, h << REarth). The profile of the resonator placed
in point A (Figure 2) has the form of an isosceles triangle whose base and height are equal a and
h respectively. Such a resonator is able to intensify inerton waves, which have wavelength a in
the horizontal direction and h in the vertical one and may amplify their harmonics.
As we know, relationship (2) holds for the Great Pyramid of Giza
and hence the Pyramid was constructed just as a resonator of inerton waves of the Earth, which spread
along and/or against the West-East line and perpendicularly to the surface of the Earth.
Inerton Waves Inside the Great Pyramid
Expression (1) allows us to assume that in the resonator, i.e. the
Great Pyramid, inerton waves of the Earth should be amplified. Indeed, the availability of second term
Uinert in the force matrix W of a matter means that inerton waves of the
Earth should directly influence the matter when it is found inside of the pyramid. Thus, since inerton
waves act upon any object just as the ultrasound, granite blocks lying in the chamber of the pyramid should
fall under the influence of inerton waves. Then quartz chips being under effect of inerton waves
(i.e. mechanical influence) become to vibrate on appropriate frequencies and, therefore, will
generate the alternating electric field. If the chamber is filled by an actuating gas (perhaps compressed),
the alternating electric field will excite the gas molecules in the microwave range. An input electromagnetic
beam running through the chamber filled by the excited molecules of gas (hydrogen by Dunn )
should significantly be amplified. Thus, in such a way we obtain a very intensive output beam.
This in fact an actual maser described in Dunn's book !
What would be another function, which in the Great Pyramid the Earth's
inerton field did? The inerton field is able to change the structure of a matter and, moreover,
is able to break up chemical elements transforming ones to others. It is this phenomenon called
alchemy that was looking for in the Middle Ages... More work should be done to explain the phenomenon
in details; however, the first experimental and theoretical results obtained recently are very encouraging.
The discovery of the inerton field closes the debate rose by
Dr. Davidovits and Ms. Morris in the 1990s weather the Great Pyramid - is so-called geopolymeric
construction (made of cement, or poured concrete blocks) or natural rock (see, e.g. Ref. [5,6]).
In particular, they mentioned that in the Pyramid's blocks studied there were the scrambled shells,
which are typical for concrete and absent in natural stone. However, it is quite reasonable to assume
that the shells were scrambled by the long-continued action of the Earth's inerton field, which changed
the inner structure of stone. The Pyramid's blocks are found under the influence of the vectorial inerton
field (the West-East and the upward-downward directions) for thousands of years. We know that the
ultrasound blends components of the sample studied that in turn leads to the aggregation of some of
them. The influence of the comparatively intensive inerton field of the Earth is practically reduced to
the same pattern. One model experiment described below just demonstrates such kinds of changes.
As is generally known, the effect of destroying and crushing
various structures and polishing surfaces is characteristic of ultrasound. The goal of our experiment 
was the study of measure of changes in the non-uniformity surface of the specimen (its polish, finish or sharpening)
which stayed in the resonator for some time.
Our resonator was made of two identical rectangular plates of organic glass
(transparent in the visible optical spectral band and with the dimensions of the plate 20 cm x 16.5 cm and the
plate thickness 3 mm), which were sharpened and bonded together along one of the long sides (Figure 3).
Figure 3. Resonator of the Earth's inerton waves and a razor blade inside of it.
The angle of inclination of each of the plates with respect to the horizontal has made up 52 degrees. Therefore,
in the section perpendicular to the line of bonding of the plates, the resonator had the shape of a triangle.
The dimensions of the base of the triangle a = 20 cm and of the height h = 12.7 cm satisfy
relationship (3). The resonator was placed on a polished wooden horizontal surface. The upper edge of
the resonator (the line of the plates bonding) was oriented along the South-North line and, therefore, one
plate faced the East and the other the West. A wooden support column 4.5 cm height, with the cross-section
area 1 cm x 1 cm was placed in the center of the resonator and the specimen being tested was put on the column.
We investigated the cutting edge (point) of a razor blade that was lying on
the column for a month. The blade was put so that the axis of the blade was oriented along the South-North line.
The main action on the blade on the part of inerton waves was expected in the plane of the blade along the
East-West line. Investigation of the structure of the cutting edge point of the reference specimen and of the
specimen subjected to the hypothetical inerton field was carried out by the scanning electron microscope
operated in secondary electron mode.
Fragments of the cutting edge of one of the blades studied are presented
for comparison in Figure 4,
Figure 4. Electron micrographs of a razor blade (3000 x);
a the test specimen after staying in the resonator for 30 days; b the reference specimen.
the reference and test specimens, micrographs a and b, respectively. Figure 4a
shows that the fine structure well discernible on the reference specimen is substantially smoothed on the
edge of the blade, which has stayed in the resonator for a month, Figure 4b. The morphologically more
coarse structure is well preserved. When the whole system was swung through 90 degrees, i.e., the planes
of the resonator and the cutting edge of the blade are oriented to the North and South, then no distinctions
were observed between the fine structure of the test and the reference specimens after the blade has stayed
in the resonator for a month. This signifies that the continuous generation of inerton waves of the Earth
along the South-North direction is absent.
Many other researchers have performed remarkable experiments with
small models of the Great Pyramids. Some of them are described on the web site of the Great Pyramid of
Giza Research Association . For instance, J. Parr conclusively proved that a model pyramid varied the
intensity of γ-radiation that emanated from a radioactive source
situated inside of his pyramids.
P. Flanagan also showed that a scaled model pyramid deflects γ-rays.
Ten years ago in Russia near Moscow two pyramids were constructed
to a height of 44 meters and 22 meters and made from modular glass fiber plastics. Their construction is
thin-wall, internal hull misses. The metallic members in the construction and foundation are absent.
Orientation is derived by the Polar Star. The place is desirable being outside of man-influenced areas,
among clean nature. Wall thickness at the foot of the 44 m pyramid was 70 cm and that of 22 m pyramid
was 36 cm. A ratio of side a of a foundation to height h is equal to a / h = 0.5. The author of the
project, Dr. Alexander Golod, believed that the major reason that creates a mysterious field inside of
the pyramid was stipulated its shape, but the orientation. His pyramid is a tangent pyramid that covers
inscribed balls whose volumes increase from the foundation to the top in accord with the golden section.
At the present there were built over 20 similar pyramids in Russian and several in Ukraine. One of the
pyramids is shown in Figure 5.
Figure 5. 44 m pyramid built near Moscow in 1992.
(With permission from Ref. ).
Different teams from the Russian Academy of Sciences have carried
out many experiments in the pyramids. For instance, the pyramid field changes the resistance of carbon
materials. After a stay in the pyramid of a day, the resistance increased 2 times. Some of the compounds
studied loss the ability to high-temperature superconductivity after the exposure in the pyramid. Inside
the pyramids there were placed plastic vessels with water (various kinds of water were studied). The water
did not congeal, and saved all condition of fluids during all this time. The minimum temperature of air inside
the pyramid was -38 C. When the vessel with water was shaken up, the water quickly turned to ice.
With the help of radiolocation setups working in the meter range and
distanced on 30 and 60 km from the biggest pyramid, researchers conducted detections of space in the
neighborhood of a vertical fulcrum of the pyramid. During the study the availability presumptively of an ionic
formation by altitude up to 2 km and width 0.5 km was revealed.
At several towns complexes of pyramids were constructed by the order of
the domestic administration. These helped clear water in a blow well from raised levels of strontium and heavy
metals. A pyramid reduces salinity of water and this effect is used as well.
In many of the pyramids constructed researchers have been holding
down seeds of agricultural cultures before sowing for several days. Tens of thousands of hectares have
been sowed with more than 20 cultures. In all cases the increase of a crop has reached from 20 to 100 %;
the sowings were not sick, a drought did not affect the crop. The amount of toxiferous matters in plants
In the Bashkiria region (Russia), on the territory of one oil-producing place,
a field of pyramids (height 10 m) was installed. In a few days after that the viscosity of the oil in the seams
decreased by 30% and the production rate of oil wells accordingly increased on 30% as well. Petroleum
composition (amount of gums, pyrobitumen and paraffin) started to be altered; the fractional composition
of oil was offset in the side of mild fractions.
The studies of influence of the pyramid on animals showed the following:
the physical endurance of rabbits and white rats was twice increased; the leukocytic composition of blood was
altered. Many laboratory studies have been performed on medicinal preparations, fungi, etc. In Kyiv the properties
of interaction of matter with the pyramid field patterns of different genesis were studied; the investigation included
also the interplay of the field patterns with the consciousness of a person.
All the Egyptian pyramids were used as transducers, which transferred
the Earth's inerton field to other forms of energy (see also Dunn ) and perhaps were used to split some
chemical elements and realize fusion reactions for obtaining other elements. The major characteristic of a
pyramid is its orientation, especially along the East-West line. The ratio a/h determines the turning a pyramid
to resonance with the Earth' inerton field. In the case of those sharp pyramids described above the ratio a/h
< π/2 and hence they are strong inertonic transmitters.
In the nineteenth and early twentieth centuries physicists were actively searching
for an aether wind, which the Earth should underwent owing to its motion through the world aether. Their search,
however, was not successful and since 1920 it was practically stopped and new, abstract, ideas vanquished the
classical pattern of the world. Nevertheless, the Earth inerton field that so bright manifests itself in Egyptian
pyramids and their models gives back the old classical perception of the physical world. Nowadays however the
notion of an aether would be replaced for the notion of the space, which has its own constitution and is more
universal. Besides, the notion of the space was first stated, though in coded terms, in The Rigveda over 4,000
years ago. Notwithstanding this, we should still wait until the official scientists will notice the real space in the
framework of which they live and Science has been developing.
Quite recently at out Institute we have elaborated a simple device, which
measures the inertonic radiation, especially in scaled pyramids (the inerton field is radiated from the Sun,
the Earth, geological breaks of the Earth crust, etc.). The device gives objective characteristics of the intensity
of the inerton field and, in particular makes it possible to detect places dangerous for the people health.
 S. Mehler, The Land of Osiris. Introduction to Khemitia (Adventures Unlimited Press, 2001).
 C. Dunn, The Giza Power Plant: Technologies of Ancient Egypt (Bear & Company Publishing, Santa Fe, 1998).
 V. Krasnoholovets, Does Modern Science Tends to the Knowledge Base of the Ancients?! Hera magazine (Rome, in Italian), in press (2002).
 V. Krasnoholovets's Home Page: http://inerton.cjb.net.
 J. Davidovits, Geopolymers: Inorganic Polymeric New Materials, presentation at Real Advances in Materials. Symposium, Washington DC, Sept. 26, 1994, pub. Journal of Materials Education, vol. 16 (2,3) (1994), 91-138.
 Morris, M., How Not to Analyze a Pyramid Stone - The Invalid Conclusions of James A. Harrell and Bret E. Penrod, Journal of Geological Education, The National Association of Geology Teachers, Madison, WI, Vol. 41, No. 4, September 1993, 364-369.
 V. Krasnoholovets and V. Byckov, Real Inertons Against Hypothetical Gravitons. Experimental Proof of the Existence of Inertons. Indian Journal of Theoretical Physics, vol. 48, no. 1, 1-23 (2000) (also http://arXiv.org/abs/quant-ph/0007027).
 The Great Pyramid of Giza Research Association, Director Dr. John DeSalvo, http://gizapyramid.com, see in Research Articles.