Many
people are invited but few are selected.
I don't know if many people will reach this page. This site
has been
created especially for those who reached. I hope you understood that in
5-6-7dimensions we spoke of energy. Any motion is energy, actually it's
one dimension, in mathematics it looks like 
= m
×
× 
× 
- this motion is in three dimensions. dimensions. If one or two coefficients are absent we have some particular
cases: motion on line, in plane. It's also clear that
energy has no forms. For example, Heat is also a motion(of electrons),
radiations are a motion of micro particles. It doesn't matter
what
is the size of a moving body: it's not important whether it's a
micro particle(electron, neutron) or a macro particle( stone, meteor).
Hence we can consider any motion is radiation.
Spectrum of these radiations is from 0 to ∞.
It is the very spectrum where any motion occupies its own line,
diapason. Some of the diapasons are known: infra-red radiation, motion
of bodies, sound, light, etc. We'll have to discover other diapasons.So
far we have imagined them as separate fragments. It's time to
systematize all the radiations just as Mendeleev did it with
chemical elements. "Empty" places of general
spectrum
will prompt some expected characteristics of non-discovered so
far radiations. Then we can easily
complete
them.
Is it worth speaking of the importance of systematized
knowledge about all radiations? We are not going to yet.
So energy is motion with wavy characteristic. It
freely
goes from one diapason to another within spectrum. Let's give
an
example: a lead bullet aims armor. Do you know what form does it take?
In section it looks like: 
it's a stiffen wave. Part of energy is spent for the heating
of
lead , another part transforms into sound , the other one (in the form
of a wave) for the bullet deformation , the rest of energy is
transformed into armor. While flying the bullet transforms a part of
energy into sound, a part is spent to interact with
air -
it transforms motion to the atoms of air.
One example more: a sounding string. Having given to it some vibrating
movements we transfered energy to it. This energy will be
spread
for string heating at the expense of plastic deformation (periodic
tension and compression) and to transfer energy in the form of
radiation (sound) into the environment - air. That's why the same
string in vacuum will only be
heated.
The conclusion is very important : energy tends to spreading
and
can do it only under interaction with other substance (mutual
exchange), using possible for given conditions diapason of general
radiation spectrum .
Let's try to illustrate this conclusion as an
example of light refraction. (See figure).
The
standard proof of refraction was made by Guigence, well, he did
his best. We'll use our vector algebra here. Do you still remember the "Nest dolls"? The beam of light falls on water surface at angle alfa.
At the moment the beam is over the very surface let's imagine the
energy vector as two vectors. One of them is directed downwards,
the other one is directed to the right (fig. a). And now
the beam reaches the water surface, hence the part of energy is spent,
let's say, "for illuminating" a certain volume of water. The vector
directed downwards consists of two vectors (see fig. b).
One of them is spent for "illumination", the other is spent for
farther movement of the beam. And the vector directed to the
right also consists of two vectors but (!) one of them which is
spent for "illumination" is directed downwards, therefore their
equalizer (in fig. b it's denoted as d ) will be somehow deflected downwards.
So in liquid the direction of the beam is defined by component
vectors, namely: the one which is directed downwards and vector d, they
both form angle beta (see fig. c).
To shorten the explanation we have considered the very essence. This
essence means that our general case describes the spreading of any radiation in two conditions. The coefficient of refraction as the ratio of different speeds seems to be doubtful.
If condition isn't transparent enough, i.e it's mat, or the
thickness of a layer is big enough then all the energy will be spent
for scattered radiation. For example, wax or a lump of sugar will
just shine; and the beam falling into the ocean scatters fully when it
reaches the depth of 100 or 200 metres. In vacuum
light energy has no
condition
where to spread that's why light motion is infinite.
It's interesting
to watch how a whip functions. If you move it, making a wave,
we'll hear a loud fillip. I heard the explanation: the tip of
the
whip had broken the sound barrier. I don't know how they managed to
measure the velocity of the tip. The explanation is simple: if you move
the whip weakly then energy is spread to the whip tension. If we do it
stronger energy is spread to the tension and non-loud fillip.If we do
it even more stronger energy is spread to the tension and a loud
fillip. It happens because the whip tension has its own limit. Where
can surplus energy is transferred? What could happen in vacuum? I think
we'd be able to see light burst at the whip's tip.
One more example and the last one: a jet produces
loud sound
like
a thunder peal at a certain moment. The explanation is: it has broken
the sound barrier. Well, a kind of. What is actually going on? The
jet's engine emits sound radiation (you can hear it at the
airport). This radiation are waves in the air with sound velocity. When
the jet's speed is approaching to the waves' speed the moment starts
when generating waves are superimposed, i.e. energy is added together.
This powerful wave is that
thunder.
If you didn't understand the essence of some phenomenon so
far try to apply our new understanding yourself.
I can't help mentioning one interesting phenomenon: substance property
in "boundary" zones.
Along the boundary between zero and first dimension we can imagine
substance as very small particles. They have wonderful
properties: for example, photon possesses ultimate speed, neutrino is
supposed to pierce thru the Earth, gamma, beta and
other particles are off-beat. Studying this boundary zone
gives new
opportunities, for example, nano technology( nano particles'
properties).
Along the boundary between first and second dimensions we can imagine
substance as super thin fibres. The substance here possesses unusual
properties: cobweb is super strong to rupture, graphite(and other)
fibres permit to form very strong compositions, the formation of fibres
in steel (while hardening) increases hardness abruptly and so on.
Along the boundary between second and third dimensions we can imagine
substance as a thin film.The film of a soap bubble decomposes light
(rainbow-trout), the coating of amalgam ( on the mirror) reflects the
light perfectly, the thin layer of metal transmits the light, the thin
layer of gold actually "sticks" to any surface- there are a lot of such
examples.
Along the boundary between third and fourth dimensions we can
imagine substance as the matter with very little specific weight - it's
gaseous . Gases are wonderful, they can luminesce and smell.
Along the boundary between fourth - fifth (and sixth - seventh, which
is
the same) dimensions we can imagine substance as the matter with
minimal temperature. Super conduction, cryogen technologies are unusual
properties of the matter here.
Moreover, living nature including the man exist in tnis
diapason.
Studying matter properties along the boundary zones is
limited by
the possibilities of nowadays technologies. But just here the
unexpected
discoveries are waiting for us. Do them now with awareness. Go
ahead!
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