This article presents the results of studies of vector and scalar magnetic fields of permanent magnets and the determination of their propagation.
permanent magnet
electromagnet
vector magnetic field
scalar magnetic field.
2. Borisenko A.I., Tarapov I.E. Vector analysis and beginnings of tensor calculus. - M .: Higher school, 1966.
3. Kumpyak D.Ye. Vector and tensor analysis: a tutorial. - Tver: Tver State University, 2007 .-- 158 p.
4. McConnell A.J. An introduction to tensor analysis with applications to geometry, mechanics and physics. - M .: Fizmatlit, 1963 .-- 411 p.
5. Borisenko A.I., Tarapov I.E. Vector analysis and beginnings of tensor calculus. - 3rd ed. - M .: Higher school, 1966.
Permanent magnets. Constant magnetic field.
Magnet- these are bodies that have the ability to attract iron and steel objects and repel some others due to the action of their magnetic field. The lines of force of the magnetic field pass from the south pole of the magnet and exit from the north pole (Fig. 1).
Figure: 1. Magnet and magnetic field lines
A permanent magnet is a product made of a hard magnetic material with high residual magnetic induction, which retains the state of magnetization for a long time. Permanent magnets are manufactured in various shapes and are used as stand-alone (not consuming energy) magnetic field sources (Fig. 2).
An electromagnet is a device that creates a magnetic field when an electric current flows. Usually an electromagnet consists of a winding and a ferromagnetic core, which acquires the properties of a magnet when an electric current passes through the winding.
Figure: 2. Permanent magnet
In electromagnets, designed primarily to create a mechanical force, there is also an armature (movable part of the magnetic circuit), which transfers the force.
Permanent magnets made from magnetite have been used in medicine since ancient times. The Queen of Egypt, Cleopatra, wore a magnetic amulet.
In ancient China, the "Imperial Book of Internal Medicine" raised the issue of using magnetic stones to correct the Qi energy in the body - "living force".
The first theory of magnetism was developed by the French physicist André Marie Ampere. According to his theory, the magnetization of iron is explained by the existence of electric currents that circulate inside the substance. Ampere made his first reports on the results of the experiments at a meeting of the Paris Academy of Sciences in the fall of 1820. The concept of “magnetic field” was introduced into physics by the English physicist Michael Faraday. Magnets interact through a magnetic field, he also introduced the concept of magnetic lines of force.
Vector magnetic field
A vector field is a mapping that assigns a vector to each point of the space under consideration with the origin at this point. For example, the wind speed vector at a given moment of time changes from point to point and can be described by a vector field (Fig. 3).
Scalar magnetic field
If each point M of a given region of space (most often of dimension 2 or 3) is associated with some (usually real) number u, then they say that a scalar field is given in this region. In other words, a scalar field is a function that maps Rn to R (a scalar function of a point in space).
Gennady Vasilyevich Nikolaev tells in a simple way, shows and on simple experiments proves the existence of a second type of magnetic field, which for some strange reason science has not found. Since the days of Ampere, there has been speculation that it exists. He called the field discovered by Nikolaev a scalar field, but it is often called by his name. Nikolaev brought electromagnetic waves to a complete analogy with ordinary mechanical waves. Now physics considers electromagnetic waves as exclusively transverse, but Nikolaev is sure and proves that they are also longitudinal or scalar, and it is logical how a wave can propagate forward without direct pressure, this is simply absurd. According to the scientist, the longitudinal field was hidden by science on purpose, possibly in the process of editing theories and textbooks. This was done with simple intent and consistent with other cuts.
Figure: 3. Vector magnetic field
The first cut was the lack of ether. Why?! Because ether is energy, or medium, which is under pressure. And this pressure, if properly organized, can be used as a free source of energy !!! The second cut is removed the longitudinal wave, as a consequence, if the ether is a source of pressure, that is, energy, then if only transverse waves are added in it, then no free or free energy can be obtained, a longitudinal wave is required.
Then the counter superposition of waves makes it possible to pump out the ether pressure. This technology is often referred to as the zero point, which is generally correct. It is at the border of the connection between plus and minus (high and low pressure), with the oncoming movement of waves, you can get the so-called Bloch zone or by a simple failure of the medium (ether), where additional energy of the medium will be attracted.
The work is an attempt at a practical repetition of some of the experiments described in the book by G.V. Nikolaev "Modern electrodynamics and the reasons for its paradoxicality" and the reproduction of the generator and motor of Stefan Marinov, as far as possible at home.
The experience of G.V. Nikolaev with magnets: We used two round magnets from the speakers
Two flat magnets located on a plane with opposite poles. They are attracted to each other (Fig. 4), while when they are perpendicular (regardless of the orientation of the poles) there is no attraction force (only torque is present) (Fig. 5).
Now let's cut the magnets in the middle and connect them in pairs with different poles, forming magnets of the original size (Fig. 6).
When these magnets are located in the same plane (Fig. 7), they will again, for example, be attracted to each other, while in the perpendicular arrangement they will already repel (Fig. 8). In the latter case, the longitudinal forces acting along the cut line of one magnet are a reaction to the lateral forces acting on the side surfaces of the other magnet, and vice versa. The existence of a longitudinal force contradicts the laws of electrodynamics. This force is the result of a scalar magnetic field present at the cut of the magnets. This composite magnet is called siberian colia.
A magnetic well is a phenomenon when a vector magnetic field repels, and a scalar magnetic field attracts and a distance is born between them.
Bibliographic reference
Zhangisina G.D., Syzdykbekov N.T., Zhanbirov Zh.G., Sagyntai M., Mukhtarbek E.K. PERMANENT MAGNETS AND PERMANENT MAGNETIC FIELDS // Successes of modern natural science. - 2015. - No. 1-8. - S. 1355-1357;URL: http://natural-sciences.ru/ru/article/view?id\u003d35401 (date accessed: 04/05/2019). We bring to your attention the journals published by the "Academy of Natural Sciences"
By the term "magnetic field" it is customary to mean a certain energetic space in which the forces of magnetic interaction are manifested. They affect:
individual substances: ferrimagnets (metals - mainly cast irons, iron and their alloys) and their class of ferrites, regardless of the state;
moving charges of electricity.
Physical bodies that have a total magnetic moment of electrons or other particles are called permanent magnets... Their interaction is shown in the picture. magnetic lines of force.
They formed after bringing a permanent magnet to the back of a cardboard sheet with an even layer of iron filings. The picture shows clear markings of the North (N) and South (S) poles with the direction of the field lines relative to their orientation: the exit from the North Pole and the entrance to the South Pole.
How a magnetic field is created
The sources of the magnetic field are:
permanent magnets;
mobile charges;
time-varying electric field.
Every kindergarten child is familiar with the action of permanent magnets. After all, he already had to sculpt pictures-magnets on the refrigerator, extracted from packages with all sorts of delicacies.
Electric charges in motion usually have a much higher magnetic field energy than. It is also indicated by lines of force. Let's analyze the rules of their drawing for a straight conductor with current I.
The magnetic field line is drawn in a plane perpendicular to the movement of the current so that at each point of it the force acting on the north pole of the magnetic needle is directed tangentially to this line. This creates concentric circles around the moving charge.
The direction of these forces is determined by the well-known rule of the screw or right hand thread screw.
Gimlet rule
It is necessary to position the gimbal coaxially with the current vector and rotate the handle so that the forward movement of the gimbal coincides with its direction. Then the orientation of the magnetic field lines will be shown by rotating the handle.
In an annular conductor, the rotational movement of the handle coincides with the direction of the current, and the translational movement indicates the orientation of the induction.
Magnetic lines of force always leave the North Pole and enter the South Pole. They continue inside the magnet and are never open.
Rules for the interaction of magnetic fields
Magnetic fields from different sources add up to each other, forming the resulting field.
In this case, magnets with opposite poles (N - S) are attracted to each other, and with the same names (N - N, S - S) - are repelled. The forces of interaction between the poles depend on the distance between them. The closer the poles are shifted, the more force is generated.
Main characteristics of the magnetic field
These include:
vector of magnetic induction (V);
magnetic flux (F);
flux linkage (Ψ).
The intensity or strength of the field effect is estimated by the value vector of magnetic induction... It is determined by the value of the force "F" created by the passing current "I" through the conductor of length "l". B \u003d F / (I ∙ l)
The unit of measurement of magnetic induction in the SI system is Tesla (in memory of the scientist in physics, who investigated these phenomena and described them using mathematical methods). In Russian technical literature, it is designated "T", and in international documentation, the symbol "T" is adopted.
1 T is the induction of such a uniform magnetic flux, which acts with a force of 1 newton for every meter of length of a straight conductor, perpendicular to the direction of the field, when a current of 1 ampere passes through this conductor.
1T \u003d 1 ∙ N / (A ∙ m)
The direction of vector B is determined by left hand rule.
If you place the palm of your left hand in a magnetic field so that the lines of force from the North Pole enter the palm at a right angle, and place four fingers in the direction of the current in the conductor, then the protruding thumb will indicate the direction of the force acting on this conductor.
In the case when a conductor with an electric current is not located at right angles to the magnetic field lines, the force acting on it will be proportional to the value of the flowing current and a component of the projection of the length of the conductor with current onto a plane located in the perpendicular direction.
The force acting on an electric current does not depend on the materials from which the conductor is created and its cross-sectional area. Even if this conductor does not exist at all, and the moving charges begin to move in another medium between the magnetic poles, this force will not change in any way.
If inside the magnetic field at all points the vector B has the same direction and magnitude, then such a field is considered uniform.
Any medium that has, affects the value of the induction vector B.
Magnetic flux (F)
If we consider the passage of magnetic induction through a certain area S, then the induction limited to its limits will be called magnetic flux.
When the area is inclined at some angle α to the direction of the magnetic induction, the magnetic flux decreases by the cosine of the angle of inclination of the area. Its maximum value is created when the area is perpendicular to its penetrating induction. Ф \u003d В S
The unit of measurement of magnetic flux is 1 weber, determined by the passage of induction of 1 tesla through an area of \u200b\u200b1 square meter.
Flux linkage
This term is used to get the total amount of magnetic flux created from a certain number of current conductors located between the poles of a magnet.
For the case when the same current I passes through the coil winding with the number of turns n, then the total (coupled) magnetic flux from all turns is called flux linkage Ψ.
Ψ \u003d n Ф ... The unit of measurement of flux linkage is 1 weber.
How a magnetic field is formed from an alternating electric
An electromagnetic field that interacts with electric charges and bodies with magnetic moments is a combination of two fields:
electric;
magnetic.
They are interconnected, represent a combination of each other, and when one changes over time, certain deviations occur in the other. For example, when creating an alternating sinusoidal electric field in a three-phase generator, the same magnetic field is simultaneously formed with characteristics of similar alternating harmonics.
Magnetic properties of substances
In relation to interaction with an external magnetic field, substances are divided into:
antiferromagnets with balanced magnetic moments, due to which a very small degree of magnetization of the body is created;
diamagnets with the property of magnetizing an internal field against the action of an external one. When there is no external field, then their magnetic properties are not manifested;
paramagnets with the properties of magnetizing the internal field in the direction of the external action, which have a small degree;
ferromagnets with magnetic properties without an applied external field at temperatures below the Curie point;
ferrimagnets with magnetic moments unbalanced in magnitude and direction.
All these properties of substances have found various applications in modern technology.
Magnetic circuits
All transformers, inductors, electrical machines and many other devices work on the basis.
For example, in a working electromagnet, the magnetic flux passes through a magnetic circuit made of ferromagnetic steels and air with pronounced non-ferromagnetic properties. The combination of these elements constitutes the magnetic circuit.
Most electrical devices have magnetic circuits in their design. Read more about this in this article -
We still remember about the magnetic field from school, that's just what it is, "pops up" in the memories of not everyone. Let's refresh what we have passed, and perhaps tell you something new, useful and interesting.
Determination of magnetic field
A magnetic field is a force field that acts on moving electrical charges (particles). Thanks to this force field, objects are attracted to each other. There are two types of magnetic fields:
- Gravitational - is formed exclusively near elementary particles and varies in its strength based on the characteristics and structure of these particles.
- Dynamic, generated in objects with moving electric charges (current transmitters, magnetized substances).
For the first time, the designation for the magnetic field was introduced by M. Faraday in 1845, although its meaning was a little erroneous, since it was believed that both electric and magnetic effects and interaction are carried out proceeding from the same material field. Later in 1873, D. Maxwell “presented” the quantum theory, in which these concepts began to be separated, and the previously derived force field was called the electromagnetic field.
How does a magnetic field appear?
Magnetic fields of various objects are not perceived by the human eye, and only special sensors can record it. The source of the appearance of a magnetic force field on a microscopic scale is the movement of magnetized (charged) microparticles, which are:
- ions;
- electrons;
- protons.
Their movement is due to the spin magnetic moment, which is present in each microparticle.
Where is the magnetic field found?
As strange as it may sound, almost all objects around us have their own magnetic field. Although in the concept of many, only a pebble called a magnet has a magnetic field, which attracts iron objects to itself. In fact, the force of attraction is in all objects, only it manifests itself in a lesser valence.
It should also be clarified that a force field, called magnetic, appears only under the condition that electric charges or bodies move.
Immovable charges have an electric force field (it can also be present in moving charges). It turns out that the sources of the magnetic field are:
- permanent magnets;
- mobile charges.
Magnetic field and its characteristics
Lecture plan:
Magnetic field, its properties and characteristics.
A magnetic field - the form of existence of matter surrounding moving electric charges (conductors with current, permanent magnets).
This name is due to the fact that, as the Danish physicist Hans Oersted discovered in 1820, it has an orienting effect on the magnetic needle. Oersted's experiment: a magnetic needle rotating on a needle was placed under a wire with a current. When the current was turned on, it was installed perpendicular to the wire; when the direction of the current was changed, it turned in the opposite direction.
Basic properties of the magnetic field:
generated by moving electric charges, conductors with current, permanent magnets and alternating electric field;
acts with force on moving electric charges, conductors with current, magnetized bodies;
an alternating magnetic field generates an alternating electric field.
From Oersted's experience it follows that the magnetic field has a directional character and must have a vector force characteristic. It is designated and called magnetic induction.
The magnetic field is depicted graphically using magnetic lines of force or magnetic induction lines. Magnetic power lines called the lines along which iron filings are located in the magnetic field or the axes of small magnetic arrows. At each point of such a line, the vector is directed tangentially.
The lines of magnetic induction are always closed, which indicates the absence of magnetic charges in nature and the vortex nature of the magnetic field.
Conventionally, they leave the north pole of the magnet and enter the south. The density of the lines is chosen so that the number of lines through a unit area perpendicular to the magnetic field is proportional to the value of the magnetic induction.
H 
Magnetic solenoid with current
The direction of the lines is determined by the right screw rule. A solenoid is a coil with a current, the turns of which are located close to each other, and the diameter of the turn is much less than the length of the coil.
The magnetic field inside the solenoid is uniform. A magnetic field is called uniform if the vector is constant at any point.
The magnetic field of a solenoid is similar to that of a strip magnet.
FROM 
an olenoid with a current is an electromagnet.
Experience shows that for a magnetic field, as well as for an electric field, it is true superposition principle: the induction of a magnetic field created by several currents or moving charges is equal to the vector sum of the inductions of magnetic fields created by each current or charge:
The vector is introduced in one of 3 ways:
a) from Ampere's law;
b) by the action of the magnetic field on the frame with current;
c) from the expression for the Lorentz force.
AND 
mper experimentally established that the force with which a magnetic field acts on an element of a conductor with a current I, located in a magnetic field, is directly proportional to the force
current I and the vector product of the length element by the magnetic induction:
- Ampere's law
H 
the direction of the vector can be found according to the general rules of the vector product, from which follows the rule of the left hand: if the palm of the left hand is positioned so that the magnetic lines of force enter it, and 4 extended fingers are directed along the current, then the bent thumb will show the direction of the force.
The force acting on a wire of a finite length is found by integrating over the entire length.
For I \u003d const, B \u003d const, F \u003d BIlsin
If \u003d 90 0, F \u003d BIl
Magnetic field induction - vector physical quantity, numerically equal to the force acting in a uniform magnetic field on a conductor of unit length with unit current strength, located perpendicular to the magnetic field lines.
1Tl is the induction of a uniform magnetic field, in which a 1N force acts on a conductor 1m long with a current of 1A, located perpendicular to the magnetic field lines.
So far, we have considered the macrocurrents flowing in conductors. However, according to Ampere's assumption, in any body there are microscopic currents due to the movement of electrons in atoms. These microscopic molecular currents create their own magnetic field and can rotate in the fields of macrocurrents, creating an additional magnetic field in the body. The vector characterizes the resulting magnetic field created by all macro and micro currents, i.e. at the same macrocurrent, the vector has different values \u200b\u200bin different media.
The magnetic field of macrocurrents is described by a vector of magnetic intensity.
For a homogeneous isotropic medium
0 \u003d 410 -7 H / m - magnetic constant, 0 \u003d 410 -7 N / A 2,
- magnetic permeability of the medium, showing how many times the magnetic field of macrocurrents changes due to the field of microcurrents of the medium.
Magnetic flux. Gauss's theorem for magnetic flux.
Stream vector (magnetic flux) through the site dS called a scalar equal to
where is the projection onto the direction of the normal to the site;
is the angle between vectors and.
Directional surface element,
Vector flux is an algebraic quantity,
if a 
- when leaving the surface;
if a 
- when entering the surface.
The flux of the magnetic induction vector through an arbitrary surface S is
For a uniform magnetic field \u003d const,
1 Wb - magnetic flux passing through a flat surface with an area of \u200b\u200b1 m 2, located perpendicular to a uniform magnetic field, the induction of which is equal to 1 T.
The magnetic flux through the surface S is numerically equal to the number of magnetic field lines crossing this surface.
Since the lines of magnetic induction are always closed, for a closed surface the number of lines entering the surface (Ф 0), therefore, the total flux of magnetic induction through the closed surface is zero.
- gauss's theorem: the flux of the magnetic induction vector through any closed surface is zero.
This theorem is a mathematical expression of the fact that there are no magnetic charges in nature, on which lines of magnetic induction would begin or end.
Bio-Savart-Laplace's law and its application for calculating magnetic fields.
The magnetic field of direct currents of various shapes was studied in detail by FR. scientists Bio and Savard. They found that in all cases the magnetic induction at an arbitrary point is proportional to the current strength, depends on the shape, size of the conductor, the location of this point in relation to the conductor and on the medium.
The results of these experiments were summarized by Fr. mathematician Laplace, who took into account the vector nature of magnetic induction and hypothesized that the induction at each point is, according to the principle of superposition, the vector sum of the inductions of elementary magnetic fields created by each section of this conductor.
Laplace in 1820 formulated a law that was called the Bio-Savart-Laplace law: each element of a conductor with a current creates a magnetic field, the induction vector of which at some arbitrary point K is determined by the formula:
- Bio-Savard-Laplace law.
It follows from the Bio-Sovar-Laplace law that the direction of the vector coincides with the direction of the vector product. The same direction is given by the rule of the right screw (gimlet).
Considering that,
Conductor element co-directional with current;
Radius vector connecting to point K;
The Bio-Savart-Laplace law is of practical importance, since allows you to find at a given point in space the induction of the magnetic field of the current flowing through a conductor of finite dimensions and arbitrary shape.
For a current of arbitrary shape, such a calculation is a complex mathematical problem. However, if the current distribution has a certain symmetry, then the application of the principle of superposition together with the Biot-Savart-Laplace law makes it possible to relatively easily calculate specific magnetic fields.
Let's look at some examples.
A. Magnetic field of a straight conductor with current.
for a conductor of finite length:
for a conductor of infinite length: 1 \u003d 0, 2 \u003d
B. Magnetic field at the center of the circular current:
\u003d 90 0, sin \u003d 1,
Oersted in 1820 experimentally discovered that the circulation in a closed loop surrounding a system of macrocurrents is proportional to the algebraic sum of these currents. The proportionality coefficient depends on the choice of the system of units and is equal to 1 in SI.
C 
an integral over a closed contour is called the circularization of a vector.
This formula is called circulation theorem or total current law:
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On the Internet, there are a lot of topics devoted to the study of the magnetic field. It should be noted that many of them differ from the average description that exists in school textbooks. My task is to collect and organize all publicly available material on the magnetic field in order to focus the New Understanding of the magnetic field. The study of the magnetic field and its properties is possible using a variety of techniques. With the help of iron filings, for example, a competent analysis was carried out by comrade Fatyanov at http://fatyf.narod.ru/Addition-list.htm
With the help of a picture tube. I don't know the last name of this person, but I know his nickname. He calls himself "Breeze". When the magnet is brought up to the CRT, a "honeycomb pattern" appears on the screen. You might think that the "grid" is a continuation of the CRT. It is a method of visualizing a magnetic field.
I began to study the magnetic field using a ferromagnetic fluid. It is the magnetic fluid that maximally visualizes all the subtleties of the magnetic field of the magnet.
From the article "what is a magnet" we found out that a magnet is fractalized, i.e. a scaled-down copy of our planet, the magnetic geometry of which is as close as possible to a simple magnet. The planet earth, in turn, is a copy of the one from which it was formed - the sun. We found out that a magnet is a kind of induction lens that focuses on its volume all the properties of the global magnet of the planet earth. There is a need to introduce new terms with which we will describe the properties of the magnetic field.
An induction flow is a flow that originates at the poles of the planet and passes through us in the geometry of the funnel. The north pole of the planet is the entrance to the funnel, the south pole of the planet is the outlet of the funnel. Some scientists call this stream the etheric wind, saying that it is "of galactic origin." But this is not an "etheric wind" and it is not ether, it is an "induction river" that flows from pole to pole. The electricity in lightning is of the same nature as the electricity produced by the interaction of a coil and a magnet.
The best way to understand what a magnetic field is is to see him. It is possible to think and make countless theories, but from the standpoint of understanding the physical essence of the phenomenon, it is useless. I think that everyone will agree with me if I repeat the words I don’t remember who, but the bottom line is that the best criterion is experience. Experience and more experience.
At home I did simple experiments, but they allowed me to understand a lot. A simple cylindrical magnet ... And so and so he twisted it. I poured magnetic fluid on it. There is an infection, it does not move. Then I remembered that on some forum I read that two magnets squeezed by the same poles in the hermetically sealed area increase the temperature of the region, and decrease the temperature by the opposite poles. If temperature is a consequence of the interaction of fields, why shouldn't it be the cause? I heated the magnet using a 12 volt “short” and resistor by simply leaning the heated resistor against the magnet. The magnet warmed up and the magnetic fluid began to twitch at first, and then completely became mobile. The magnetic field is excited by temperature. But how can this be, I asked myself, because the ABC books write that temperature weakens the magnetic properties of a magnet. And this is true, but this "weakening" of the kagba is compensated by the excitation of the magnetic field of this magnet. In other words, the magnetic force does not disappear, but is transformed by the force of the excitation of this field. Great Everything is spinning and everything is spinning. But why does the rotating magnetic field have just such a geometry of rotation, and not some other? At first glance, the movement is chaotic, but if you look through a microscope, you can see that in this movement there is a system. The system does not belong to the magnet in any way, But only localizes it. In other words, the magnet can be considered as an energetic lens that focuses perturbations in its volume.
The magnetic field is excited not only from an increase in temperature, but also from a decrease in it. I think that it would be more correct to say that the magnetic field is excited by a temperature gradient rather than by some specific sign of it. The fact of the matter is that there is no visible "restructuring" of the structure of the magnetic field. There is a visualization of the disturbance that passes through the region of this magnetic field. Imagine a disturbance spiraling from the North Pole to the South across the entire volume of the planet. So the magnetic field of the magnet \u003d the local part of this global flux. Do you understand? However, I am not sure which particular flow ... But the fact is that the flow. Moreover, there are not one, but two threads. The first is external, and the second is inside it and moves together with the first, but rotates in the opposite direction. The magnetic field is excited due to the temperature gradient. But we again distort the essence when we say "the magnetic field is excited". The fact is that it is already in an excited state. When we apply a temperature gradient, we distort this excitation to a state of imbalance. Those. we understand that the excitation process is a constant process in which the magnetic field of the magnet is located. The gradient distorts the parameters of this process so that we optically notice the difference between its normal excitation and the excitation caused by the gradient.
But why is the magnetic field of a magnet stationary in a stationary state? NO, it is also mobile, but relative to moving frames of reference, for example us, it is motionless. We move in space with this indignation of Ra and it seems to us moving. The temperature we apply to the magnet creates a local imbalance in this focusing system. There will be some instability in the spatial grid, which is the honeycomb structure. After all, bees do not build their houses from scratch, but they cling to the structure of space with their building material. Thus, proceeding from purely experimental observations, I conclude that the magnetic field of a simple magnet is a potential system of local imbalance of the lattice of space, in which, as you may have guessed, there is no place for atoms and molecules that no one has ever seen. Temperature is like an "ignition key" in this local system turns on imbalance. I am currently researching methods and controls for this imbalance.
What is a magnetic field and how does it differ from an electromagnetic field?
What is a torsion or energy-informational field?
They are all the same, but localized by different methods.
The strength of the current is a plus and the repulsive force,
tension is a minus and a force of attraction,
a short circuit, or let's say a local imbalance of the lattice, is resistance to this interpenetration. Or the interpenetration of father, son and holy spirit. We remember that the metaphor of "adam and eve" is the old understanding of the x and ygric chromosomes. For understanding the new is a new understanding of the old. "The strength of the current" is a vortex emanating from the constantly rotating Ra, leaving behind itself the informational interweaving of itself. Tension is another vortex, but inside the main vortex of Ra and moving with it. Visually, this can be represented as a shell, the growth of which occurs in the direction of two spirals. The first is external, the second is internal. Or one inside itself and clockwise, and the second from itself and counterclockwise. When two vortices interpenetrate each other, they form a structure, like the layers of Jupiter, which move in opposite directions. It remains to understand the mechanism of this interpenetration and the system that is formed.
Approximate targets for 2015
1. Find methods and means of imbalance control.
2. Identify the materials most affecting the imbalance of the system. Find the dependence on the state of the material according to table 11 of the child.
3. If every living being, in its essence, is the same localized imbalance, then it must be "seen". In other words, it is necessary to find a method for fixing a person in other frequency spectra.
4. The main task is to visualize non-biological frequency spectra in which the continuous process of human creation takes place. For example, we use the means of progress to analyze the frequency spectra that are not included in the biological spectrum of human senses. But we only register them, but we cannot "realize" them. Therefore, we do not see further than our senses can perceive. This is my main goal for 2015. Find a technique for technical awareness of the non-biological spectrum of frequencies in order to see the informational basis of a person. Those. essentially his soul.
A special kind of study is a magnetic field in motion. If we pour a magnetic fluid onto a magnet, it will occupy the volume of the magnetic field and will be stationary. However, it is necessary to check the experience of "Veterok" where he brought a magnet to the monitor screen. There is an assumption that the magnetic field is already in an excited state, but the volume of the liquid restrains it in a stationary state. But I haven't checked it yet.
The magnetic field can be generated by applying temperature to the magnet, or by placing the magnet in an induction coil. It should be noted that the liquid is excited only at a certain spatial position of the magnet inside the coil, making up a certain angle to the axis of the coil, which can be found empirically.
I have done dozens of experiments with a moving magnetic fluid and set myself goals:
1. Reveal the geometry of fluid movement.
2. Identify the parameters that affect the geometry of this movement.
3. What is the place of the movement of fluid in the global movement of the planet Earth.
4. Does the spatial position of the magnet and the geometry of motion acquired by it depend.
5. Why tapes?
6. Why do the ribbons curl
7. What determines the vector of twisting of the ribbons
8. Why the cones are displaced only by means of the nodes, which are the tops of the honeycomb, and only three adjacent ribbons are always twisted.
9. Why does the displacement of the cones occur abruptly, upon reaching a certain "twist" in the nodes?
10. Why is the size of the cones proportional to the volume and mass of the liquid poured onto the magnet?
11. Why is the cone divided into two distinct sectors.
12. What place does this "division" take in the context of the interaction between the poles of the planet?
13. How the geometry of fluid motion depends on the time of day, season, solar activity, the experimenter's intention, pressure and additional gradients. For example an abrupt change "cold hot"
14. Why is the geometry of cones identical with the Varji geometry - the special weapons of the returning gods?
15. Are there data in the archives of the special services of 5 assault rifles any information about the purpose, presence or storage of samples of this type of weapon.
16. What does the gutted storehouse of knowledge of various secret organizations say about these cones and whether the geometry of the cones is connected with the Star of David, the essence of which is the identity of the geometry of the cones. (Freemasons, Juseites, Vaticans, and other uncoordinated entities).
17. Why is there always a leader among the cones? Those. a cone with a "crown" at the top, which "organizes" the movements of the 5,6,7 cones around itself.
cone at the moment of displacement. Jerk. "... only by moving the letter" G "I will reach him" ....