ES2204277A1 - PROTOTYPE OF COIL OR SYSTEM OF COIL GENERATORS OF MAGNETIC FIELDS OF SCALAR POTENTIAL FOR THERAPEUTIC OR PREVENTIVE PURPOSES. - Google Patents

Abstract

Coil prototype or system of coils generating scalar potential magnetic fields for therapeutic or preventive purposes. A coil prototype or system of coils generating constant or variable magnetic fields of scalar potential is proposed. The method of creating scalar potential magnetic fields consists of superimposing two or more magnetic vector fields (of the same frequency or static) whose vector sum is zero and which are generated in windings through which variable or continuous currents circulate. The aim of the prototype is to use scalar potential magnetic fields in therapeutic or preventive applications. The therapeutic effects are different depending on the frequency of the fields obtained.

Description

Prototype coil or coil system generators of magnetic fields of scalar potential for purposes therapeutic or preventive

Technical field

Therapeutic energy of the living being or magnet therapy

State of the art

Magnetic fields have been used for years for therapeutic purposes. The first experiments with 50 Hertz vector magnetic fields that were generated by middle of the classic coils powered by mains current Low voltage electrical.

Being simple construction devices and the feeding system of such coils being cheap, these Prototypes present the following problems

one.-

That the field applied is a vector field, on which we will go deeper ahead.

two.-

That acting the magnetic fields as biological stimulators, and each being frequency of the applied field selective to that level, the 50 Hertz frequencies also increase the production of female hormones, as has been proven in various works and has been published by us in various media communication (Diario "Avui" date: December 19, 1998).

Therefore, we can say that the fields 50 Hertz magnetic can have important side effects and not only on the men in which the production of progesterone but also in women will occur imbalances due to the overproduction of female hormones

The magnetic fields of the magnets that present serious deficiencies.

one.-

Fields Static vector magnetic decreases dramatically with at distance so they hardly serve to treat problems superficial

two.-

If you want access internal tissues, energies are needed very high.

The use of very high energies can bring side effects as terminations may be damaged nervous

3.-

Anyway they remain static vector magnetic fields unless let's use two magnets that create the same field and have their poles faced.

Various devices have been developed based on one or several coils in series that when fed by currents Pulsating generate pulsating magnetic fields of the same type. Obviously, the energy of the created fields are much lower than those created by magnets.

The shortcomings of this method would be the following

C.1.-

They generate variable frequency vector fields

C.2.-

If the slope Pulse increase is very high, so not only are they generated magnetic fields but intense electric fields appear that they can greatly reduce the stimulatory effect of the vector field magnetic.

C.3.-

The analysis of Fourier of a pulse gives us a series of superimposed frequencies which, by resonance, stimulate different biological processes each One of them separately.

C.4.-

These fields they are effective especially for problem treatments organic

We have already developed a prototype to base of a coil fed only and exclusively by current keep going. (patent P 9301316, June 14, 1993). Being the results obtained very good because the relationship price effectiveness is unbeatable, however we have proven to be much more effective in the treatment of organic problems that in the treatment of problems metabolic

The coils we talked about in the paragraphs previous ones can be rigid, that is, the winding thread has as a rigid material support (for example, some plastic) or very flexible because they are designed to be applied on fabrics using a system that allows you to roll it over the limbs or other region of the body.

Theoretical foundations and description of the invention * Theoretical foundations of the therapeutic effects of vector magnetic fields and magnetic fields of scalar potential

Theoretical Foundations of the effect of the fields electrical and magnetic on living things is found explained in the book entitled "Effects of Energy Fields About the human being. Physical Foundations of Medicines Energéticos "(Author: Fidel Franco. Editorial Indigo).

In this book it is concluded that "all forms of energy are the same energy "and it follows that the System Immune of living beings depends on two physical parameters of the tissues: conductivity and magnetic susceptibility.

Conductivity is a measure of capacity which has the different tissues of conducting energy through so that it reaches the different parts of the body.

When an energy block appears, it develops a medical condition whose origin may be

*

bad driving of the nervous system

*

bad driving in Acupuncture networks that contribute to the coordination of various body parts

*

insufficient blood supply to said region or its ability to oxygenation

Well, based on this model, you can deduce and verify experimentally that the electric fields They extract energy from the tissues. This does not prevent during times briefly the presence of a local electric field may favor the Driving in a blocked area.

However, this energy conduction, whose origin is from electric field, will always take place to consist of the loss of internal energy by the conductive tissues and which, therefore, would have to be compensated later.

The magnetic fields act by increasing the conductivity of the most conductive tissues such as the system nervous, spinal brain fluid, etc. and bringing energy to areas very rich in iron such as blood tissue. Therefore the magnetic fields act facilitating tissue regeneration damaged: increase the flow of energy through the system nervous, improve circulation and stimulate capacity Regenerative blood.

Now the therapeutic results can be optimized working with magnetic fields of scalar potential either static, or of specific frequencies that more precisely stimulate not only tissue regeneration but even the metabolism of the different organs.

Indeed, we have demonstrated theoretical and experimentally that the effects of a magnetic field of scalar potential on a material are more pronounced than effects of vector magnetic fields. For example, this has been checked after applying static magnetic fields of scalar potential and its effects have been compared with the fields static vectors. We can generalize the same for the fields variables

These results have been corroborated with the works published by Glen Rein, researcher of the Laboratory of Research on Quantum Biology in New York (Beyond Electromagnetism: energetic characterization of the biofield. V International Conference "Science.Information.Spirit" San Petersburg 2001. ISBN 5-7577-0163-3).

* Concept of scalar field or scalar potential field

According to the general definition of Physics, a field of these characteristics would be the one that derives from a potential scale instead of a vector potential. Therefore, it does not have Vector expression similar to the case of temperature.

The scalar fields can be electric or magnetic

We will say that at one point a field of scalar potential (some also call it a field non-classical or simply a scalar field) when acting several vector fields, the vector sum of them is void It is obvious that this sum can be null with both fields static as with variable fields and with fields that oscillates with the same phase as with outdated fields.

Now we can also consider that there is a scalar field when the sum of the vectors is not null field that act at a given point, we can remove from the sum vector a part whose sum is null without altering the vector resulting from the vector sum.

For example, electric or magnetic fields created by a three-phase circuit of a high voltage line 120º out of date. When we are relatively far from the line, electric or magnetic field strength vectors They have very similar modules. In such case the intensity of the vector electric and magnetic field, vector sum of field vectors corresponding to each of the three wires of the circuit, is a Electric and magnetic vector of very small intensity.

If from this sum we extract the triangle formed by three equal vectors offset 120º, the result of the sum Vector does not undergo changes. In that case we can distinguish two different fields

- an electric and magnetic field of potential scale whose energy is the sum of the energies of the three Electric and magnetic field vectors.

- a vector field result of the sum vector of the three vector fields

Calculation of the energy of the potential fields electric or magnetic scalar

We will say that the energy of an electric field or magnetic scalar potential is equal to the sum of the energies of the respective electric or magnetic vector fields that They have generated it.

Therefore, if several vector fields of frequencies, intensities or phases have very similar values and at being superimposed on one point results in a field of very low intensity, then the energy of the resulting vector field It is equal to the energy of the sum vector. This energy is not equal to the sum of the energies of the concurrent field vectors in the point.

The difference between the sum of energies of vector field incidents at the point and energy of the field vector resulting from the vector sum is the energy of the field of scalar potential

Therefore, the potential field energy scalar is equal to the sum of the energies of each of the field vectors that when extracted from the vector sum do not alter the resulting vector does not contribute to the calculation of the vector sum.

* Different methods of creating electric fields and magnetic scalar potential 1.- Two-wire flat turns

You can create scalar fields using a flat loop powered by an electric generator. In the center of the loop, the vector electric field is null because the sum Vector of all electric fields give zero at that point. The circulating current generates a magnetic vector field that It depends on the distance and is perpendicular to the plane of the loop. In this case we have only created a scalar electric field in the center of the loop because the magnetic field is vector.

If instead of the spiral formed by a single wire we build a double loop with the same wire, electrically isolated, but that turns when it reaches the end of the loop, we have an element of characteristics quite similar to what is called a "bifiliar resistance". In this case the fields electric are always compensated in the center of each of the two superimposed turns, but also the two magnetic fields They have opposite senses in both turns. Indeed, in a turn the current carries a sense, while in the other turn it carries opposite direction with the same frequency, amplitude and phase.

The vector sum of these magnetic fields it would be nil, but their energy has not disappeared, regardless of whether the electric vector fields are compensated

Therefore, we affirm that in the center of the flat spiral electric scalar fields have been created and magnetic, static or variable depending on the type of current that has circulated through the double loop.

Finally we say that a flat, subdued spiral to a variable field of low frequencies, create only and exclusively scalar magnetic fields inside when It behaves like a bifiliar resistance.

2.- We can create potential magnetic fields climb, using a "caduceous coil". A single continuous thread It is part of two coils with the same number of turns and that they turn in the opposite direction: the classic drawing of the two snakes coiled in the opposite direction. That is, the same continuous thread it forms two concentric helicoids that rotate in the direction contrary.

Precisely its name comes from the anagram historically used by the Pharmacy.

In this case, when the same current flows through the thread, but in one winding in one direction and in the other winding in opposite direction, two magnetic fields are generated with the same frequency, phase and amplitude, but in the opposite direction and that compensate each other.

The same does not happen with the electric fields that they are not compensated, so the resulting electric field inside the coil you will always have an important part of Your energy in the form of a vector field.

Differences between both systems of generation of scalar potential fields:

The most important difference between the coil it expires and the bifiliary flat turns is that the field electric in the center of the first is to climb while in the second, the vector electric fields coexist with the scalars As the helical pitch increases, the energy of the Vector electric field grows to consist of decreasing the Scalar electric field energy.

* Conclusions

Based on our knowledge about the effects of vector electric and magnetic fields and of scalar potential, it is obvious that we are interested in a coil in which the electric field created inside be an electric field vector, while the magnetic field is a potential field climb. Therefore, we have to work with caduceous coils.

The energy balance must be positive in the sense that the energy of the magnetic field far exceeds electric field energy, either of scalar potential or vector, to achieve precisely that therapeutic effects of the magnetic field are optimal.

In addition, since the effects of the fields scalars on biological bodies or tissues are more intense that the same vector fields that created them, it is obvious that we are interested in getting the coil to generate a scalar field electric with the lowest possible intensity. This is achieved

one.-

working with low voltages, as required by the low regulations tensions

two.-

building Caduceus coils so that the electric fields inside the winding just generate electric field of scalar potential, it is say, that the electric field vectors overlap to give non-zero vector sums.

These same conclusions are removable from the empirical results on tissues obtained by the cited author previously and published in the Proceedings (book of Abstracts of works) of the V International Conference "Science.Information.Spirit" of St. Petersburg and that had place in July of the year 2001.

We must point out that in practice any type of coil constructed from a solenoid with a certain number of turns per unit length is in fact a coil helical pitch more or less wide depending on the number of turns per meter containing the winding. The higher the density of the turns, the closer we get to an overlap of turns flat.

Method of elaboration of the invention

The easiest way to build a coil Caduceus or similar properties to a Caduceus coil is the juxtaposition of an even number of equal and rolled windings Each pair of them in the opposite direction.

Similar results can also be obtained if both windings are wound in the same direction, but connected each other so that the current circulates through the wires in the opposite direction in each of the windings.

Another way to get magnetic fields from scalar potential is by superimposing magnetic fields vector of equal frequency and amplitude but out of phase of such so that its vector sum is null.

As a particular case we can cite the superposition of three vector magnetic fields generated in three identical windings superimposed and fed by identical outdated currents 120.

In short, provided that the overlapping fields vector magnetic, generated in superimposed coils, of a zero vector sum, a potential magnetic field is generated scale that we could call "pure" in the case that your vector sum is not null, but nevertheless the energy of the field magnetic vector is significantly different from the energy of each of the two superimposed vector magnetic fields.

Differences and most important advantages obtained of the use of magnetic fields of scalar potential created by Caduceus or similar coils on the fields vector:

to)

The reels commercials are usually built based on windings that being covered by a current essentially generate fields magnetic vector.

b)

The objective of such designs is to generate static or variable vector fields (pulsating or other) regardless of the possible existence and importance of the magnetic scalar field.

Indeed, many theorists, who do not know so much theoretical aspects such as the experimental results cited in this text, they assume explicitly or implicitly that when the sum of vector fields is null, then the energy is void

c)

Fields scalar or scalar potential magnetic have effects biological much more pronounced than vector magnetic fields of the same energy and frequency.

d)

If they apply scalar magnetic fields of low frequencies but of values specific to each problem diagnosed, issue not addressed in the  text of this patent, results can be achieved spectacular not only in organic problems but also in the resolution of metabolic or psychic problems.

Claims (9)

1. Prototype coil or coil system for therapeutic or preventive purposes characterized in that it is designed for the creation, use and application of magnetic fields of scalar potential (also called non-classical or simply scalar) static or variable frequency or waveform variable. 2. Prototype coil or coil system for therapeutic purposes according to claim 1, characterized in that it can take advantage of the magnetic field of scalar potential obtained from the superposition of vector magnetic fields whose vector sum is zero. 3. Prototype coil or coil systems for therapeutic or preventive purposes according to claim 1 characterized in that it can take advantage of the magnetic field of scalar potential obtained from the superposition of vector magnetic fields whose vector sum is not zero. That is, it takes advantage of the magnetic field energy of static or variable scalar potential along with the energy of static or variable vector magnetic fields. 4. Coil prototype for therapeutic or preventive purposes according to claim 1 and 2 characterized in that it consists of a caduceous coil formed by the superposition of two windings that when being traveled by the current create approximately compensated vector magnetic fields, that is, whose Vector sum is null. 5. Prototype coil or coil system for therapeutic or preventive purposes according to claim 1 and 2, characterized in that it is constructed based on flat bifiliary turns capable of generating vector magnetic fields whose vector sum is zero. 6. Prototype coil or coil system for therapeutic or preventive purposes according to claim 1 and 2, characterized in that the vector sum of such vector magnetic fields is zero and, by therefore, a magnetic field of scalar potential is available. 7. Prototype coil or coil systems for therapeutic or preventive purposes according to claim 1, 2 characterized in that it can take advantage of the magnetic field of scalar potential obtained from the superposition of vector magnetic fields of any frequency and waveform, offset from each other and whose vector sum is not null. 8. Prototype coil or coil system for therapeutic or preventive purposes according to claims 1, 2, 3, 4, 5, 6, 7, characterized in that the windings can be located on a rigid support such as plastic, cardboard, wood, etc. 9. Prototype coil or coil system for therapeutic or preventive purposes according to claims 1, 2, 3, 4, 5, 6, 7, characterized in that the windings can be flexible or deformable, so that they are adaptable to limbs or other body parts.