WO2013077779A1

WO2013077779A1 - Method to change electromagnetic energy

Info

Publication number: WO2013077779A1
Application number: PCT/SE2011/000209
Authority: WO
Inventors: Hans Giertz
Original assignee: Hans Giertz
Priority date: 2011-11-22
Filing date: 2011-11-22
Publication date: 2013-05-30

Abstract

A method to change electromagnetic energy and/or to extinct current and/or to remove current in the air and in water, wherein resonance in the air and/or in water is changed using passive forced damped oscillators.

Description

Method to change electromagnetic energy

Technical Field

The present invention relates to the fields of low frequency electromagnetic energy and resonance in the air and in water, and more specific to methods to change this energy within an area using electromagnetic interference and according to the preamble of claim 1.

Background and Prior Art

It is known that the rotation of the earth creates currents with 24-hour period in the magnetosphere, known as the Birkeland currents.

It is known that Maxwell's equations postulate that this current generates plane transverse electromagnetic waves

The global electric circuit is known since the 1920ies and it supplies the earth crust and the air with charge; electrons, negative and positive ions. The 200 kV potential between the ionosphere and earth creates vertical current density of approximately 3 pA/m³ as well as an electron density of approximately 500 pC/m³ and positive ion density of approximately 200 pC/m³ in the air.

It is known that Maxwell^'s equations postulate that the plane transverse electromagnetic waves exhibit a force on said electrons thereby generating alternating currents in the air and in the earth crust.

The above alternating current as well as the resonance phenomena created in the air and water, as well as measurement methods have been described by Giertz (2010). These currents have the period 24/(m-2ⁿ) hours.

Wave propagation in one dimension and its equation of motion is known in physics.

Summary of the Invention: Enabier

The inventor has developed and published methods that enable measurement and description of extremely small amplitude and low frequency current in the air as well as plane transverse electromagnetic waves having extremely low frequency (Giertz, 2010).

Summary of the Invention: object of the invention

The object of this invention is to change electromagnetic energy and to extinct current in the air and in water having periods 24/(m-2") hours. Electromagnetic energy with specific periods can be selected by choosing certain combinations of m and n and at the same time not influencing electromagnetic energy with other combinations of m and n. Thus, current with specific periods is removed from the air and water, while current with other periods is not influenced. Change of electromagnetic energy and extinction of current is performed within a limited area, typically within a radius of 5-15 meters. The purpose is, among others, to prevent current from creating resonance in water solutions.

Summary of the Invention: short description

The invention builds on the fact that air and water contains extremely low amplitude and low frequency electromagnetic energy including conduction current, i.e. current. They are generated by the rotating earth, thus they have periods equal to the harmonics of the period 24 - hours, i.e. the periods T = 24/(m-2ⁿ) hours. Consequently, period is used in the invention, instead of frequency. Using frequency would make equations and the invention unintelligible. The current is created by resonance phenomena in the earth crust, in water and in the air. The resonance phenomenon in the air consists of 3D matrixes of oscillating electric dipoles (accumulation and depletion of electrons) and propagating electrons within the dipoles, and which oscillates at the period 24/(m- 2") hours. This creates two delicate resonance systems consisting of electromagnetic energy, including current. The resonance systems can be disturbed. One way to disturb is using electromagnetic interference. The invention builds upon the following empiric discovery. Electromagnetic interference is created by two or more passive forced damped oscillators which are mutually electromagnetically coupled, each having the natural period T = 24/(m-2ⁿ) hours. Depending on how m and n is selected for each oscillator, resonance in the air is changed, whereby extinction of current in the air is achieved at specific combinations of oscillators (i.e. m and n). Resonance in water is created by ions dissolved in water. Submerging two or more passive oscillators that are mutually electromagnetically coupled changes electromagnetic resonance in water. These oscillators create electromagnetic interference. At extremely small current amplitude (< 1 pA) the current velocity in a conductor (e.g. copper wire) is equal to the drift velocity v of electrons, i.e. 1.517 mm/s in copper. Thus a conductor with length L creates resonance at the period T:

L = (T/2)-2^q-v q = 0, 1, 2, 3, 4.... (5)

T = 217(2%) q = 0, 1, 2, 3, 4....

Such conductor is a forced damped oscillator with natural period T. The oscillator has low impedance at its natural period and therefore it absorbs electromagnetic energy including current in the air or in water when its natural period is equal to the period of electromagnetic energy in the air or water, i.e. the period T = 24/(m-2ⁿ) hours. Two oscillators positioned side by side and in parallel operate in phase and therefore they constitute low impedance and absorb current. However, they do not disturb resonance within the 3D matrixes in air. They only divert current of specific period to the oscillators. The patent applications (by the inventor) WO 2010/042005 and PCT/SE2010/050350 describe this principle.

A fundamentally different phenomenon occurs when two or more (passive) oscillators are positioned at an angel or in parallel but shifted lengthwise. In this case the oscillators create electromagnetic interference and this changes resonance in the 3D matrixes in air or resonance in water.

Consequently, creation of currents close to the oscillators in the air and in water is prevented. It is important to observe that the oscillators are passive, electromagnetic energy is not added.

Electromagnetic interference is created when two or more oscillators are positioned in parallel, but internally shifted lengthwise, whereby they have deviating phase. The invention does not encompass this method; however, it is described here in order to stop others from patenting this principle. The invention encompass two or more oscillators consisting of conductors positioned in angels a, 30° < a < 90°, relative to each other, and spaced by a small distance I, I > 10 μηη, whereby the oscillators create electromagnetic interference. For instance two oscillators with natural period 24/1-2¹⁸ hour create electromagnetic interference, change electromagnetic energy and extinct current at the period 24/1-2¹⁸ hour. Two oscillators with natural period 24/1-2¹⁹ hour and natural period 24/3-2¹⁷ hour create electromagnetic interference, change electromagnetic energy and extinct current at the period 24/1-2¹⁹ hour and 24/3-2¹⁷ hour. Three oscillators with natural period 24/5-2¹⁶ hour and natural period 24/17-2¹⁵ hour and natural period 24/33-2¹⁴ hour create electromagnetic interference, change electromagnetic energy and extinct current at the period 24/5-2¹⁶ hour and 24/17-2¹⁵ hour and 24/33-2¹⁴ hour. Any combination of m and n is possible and any number of oscillators is possible. The oscillators can be positioned in the air or in water.

The invention is primarily directed towards change of electromagnetic energy and extinction of current that creates resonance in water and which occurs in the frequency range 1-10 Hz, i.e. the periods T; 0.1 s > T > l s.

Detailed Theory: introduction The air, the earth crust and water contains low frequency and extremely low amplitude

electromagnetic energy including conduction current (i.e. current). This electromagnetic energy contains large amounts of harmonics with periods 24/(m-2ⁿ) hour. This is described in the first part; Air. Water creates resonance in the same frequency range and that is explained in the second part: Water. The third part describes the theory of passive forced damped oscillators as well as methods and apparatus based on these oscillators. The fourth part describes extinction of electromagnetic energy.

Detailed Theory: Air

This part has been published in Journal of Atmospheric and Solar-Terrestrial Physics 72 (2010) 767- 773. http://dx.doi.Org/10.1016/i.iastp.2010.03.022 That paper describes the presence of low frequency electromagnetic energy in the air, in water and in the earth crust. It originates from the rotation of the earth and thus its period is 24 hours.

However, it contains a large amount of harmonics with periods 24/(m-2ⁿ) hour, including harmonics in the period range 0.1-1 s. The electromagnetic energy consists of slowly propagating electrons creating alternating currents and electromagnetic fields. That paper describes detailed measurement methods, and which are used in the present invention.

Detailed Theory: water

Water creates electromagnetic resonance in the 1-10 Hz frequency range (0.1 - I s period range), i.e. the same frequency/period range as harmonics of electromagnetic energy in air, in water and in the earth crust. Water contains angular molecules (H₂0) in which hydrogen and oxygen is joined by single covalent bonds where electron pairs making up the covalent bond create a small residual or partial positive charge (δ+) on the hydrogen atom, and a partial negative charge (5-) on the oxygen atom. Water can dissolve a large number of ionic substances because of the interaction between the appropriate polarized end of the water molecule and ions. For example sodium chloride (Na⁺CI ) solve in water with Na* attracted to ^δΌ and CI^" to ^δ+Η. The polarized ends of H₂0 create an extremely small force that bonds H₂0 molecules called the hydrogen bond and this bond is elastic. Thus water can be described as a dielectric media having charge, mass and elasticity and the classical model based on a damped oscillator can be used, as described by Melrose and McPhedran (1991). Consider a classical oscillator that corresponds to a mass m with charge q at a displacement X(f) from its mean position. Let the frequency of the oscillator be ω₀, and let it be damped with the decay constant y. The oscillator is assumed to be forced by an electric field E(f). The equation of motion is

X"(r)+j/X'(t) ₀X(t) = qE(t)/m (1)

When the decay constant y is small the mass (and charge) oscillates at its natural frequency (Jonsson, 1991):

U)₀ = v7c/m (2)

The absorbed current amplitude Ι(ω) of the forced damped oscillator as a function of the frequency ω of the electric field E(r) (Ω is a constant) is (Jonsson, 1991):

Ι(ω) = Ω /((ω₀. ω)² + ^/4) (3)

k is the elasticity (spring constant) which in this case corresponds to the elasticity of the hydrogen bond. It is the electromagnetic energy E(t) acting on the charge q that supplies the oscillator with energy and the oscillator resonance frequency (natural frequency) ω₀ is determined by its mechanical properties m and k. The oscillator is in resonance with the applied energy when the energy E(t) has a frequency ω = ω₀ and then absorbed energy and oscillator amplitude is maximized. An adaptive media, like water, can change its molecule structure and consequently, its natural frequency u)₀. The normal state is where the absorbed energy is maximized, i.e. ω₀ = ω and the media is then in resonance with the applied energy. The number of possible resonance frequencies (modes) in water containing ions is very large. Consider an overall tetrahedral water molecule structure as reported by Chaplin and Head-Gordon et al. (1999). Positive ions (e.g. Na⁺) and negative ions (e.g. CI^") can form molecule structures together with H₂0 molecules (solvation shells) where the structures creating resonance have small mass m and short distances (few hydrogen bonds equal to high spring constant k) giving high resonance frequency according to Eq. (2) or the opposite giving low resonance frequency. The hydrogen bond and its corresponding spring constant k depend on the force F between two residual charges following Coulombs law and it has a certain size in the longitudinal direction (Bleaney, 1965):

F = ^ί^πεοΓ³ (4)

Ion-water molecule structures can be enforced to create resonance with electromagnetic energy in the 1-10 Hz range (i.e. 0.1-1 sec period range).

Detailed Theory; Resonance in conductors Current normally propagates in a conductor with almost the speed of light. There are two mechanisms involved in this process. Electrons in a conductor drift with their drift velocity, in copper the drift velocity is 1.517 mm/s. Injected electrons create a charge gradient and coulomb forces, according to:

F = <7i<7₂r/4ne₀r³ (4) This creates a force gradient, which acts on nearby electrons and this creates a chain reaction that propagates with almost the same speed as the coulomb forces, i.e. the current propagates with almost the speed of the light. Electrons on the conductor surface, called surface charge, always conduct the current transport. When the injected energy is extremely small, < lpA, the gradient is also extremely small. The surface charge attracts positive ions present in the air and the number of positive ions is sufficient to neutralize the gradient of the surface charge, i.e. the coulomb forces are neutralized. Thus the current propagates with the drift velocity of the electrons, i.e. 1.517 mm/s. A conductor submerged in water behaves in the same way since positive ions in the water neutralize the surface charge. The inventor has measured the current speed in copper to 1.517 mm/s. The wave propagation in a conductor at current < 1 pA is described by the classical wave propagation in one dimension (Jonsson, 1999). One solution is a harmonic wave that satisfies ξ = a-sin(cot + 5), where a is the amplitude, δ is the phase constant and ω is the angular frequency. The phase speed is equal to the velocity v of the current, i.e. the drift velocity of the electrons: v = 1.517 mm/s in copper.

Resonance and a standing wave inside the conductor occurs when its length is equal to one half wavelength (λ/2) or a multiple, i.e. (λ/2)· 2^q. A conductor with length L creates a standing wave and resonance at

L = (λ/2)·2 ^q= (T/2)-2^q-v , q = 0, 1, 2, 3, 4.... (5)

T is the period. This constitutes a resonance circuit or a forced damped oscillator having the natural period T. The forced damped oscillator has low impedance at its natural period T.

Detailed Theory: Extinction of energy Change of electromagnetic energy and extinction of current in the air and in water can be made in many ways, e.g. by shielding and by different forms of electromagnetic interference. The invention uses a method where two or more forced damped oscillators create electromagnetic interference in the air and/or in water. These forced damped oscillators can consist of copper conductors as described in the section Detailed Theory; Resonance in conductors. The invention encompass two or more oscillators consisting of conductors positioned in angels a, 30° < a < 90°, relative to each other, and spaced by a small distance I, I > 10 μηη, whereby the oscillators create electromagnetic interference. For instance two oscillators with natural period 24/(l-2¹⁸) hour create electromagnetic interference, change of electromagnetic energy and extinction of current at the period 24/(l-2¹⁸) hour. Two oscillators with natural period 24/(1·2¹⁹) hour and natural period 24/(3·2¹⁷) hour create electromagnetic interference, change of electromagnetic energy and extinction of current at the period 24/(1·2¹⁹) hour and 24/(3·2¹⁷) hour. Three oscillators with natural period 24/(5·2¹⁶) hour and natural period 24/(17·2¹⁵) hour and natural period 24/(33·2¹⁴) hour create electromagnetic interference, change of electromagnetic energy and extinction of current at the period 24/(5·2¹⁶) hour and 24/(17·2¹⁵) hour and 24/(33-2¹⁴) hour. Any combination of m and n is possible and any number of oscillators is possible.

The resonance mechanism in the air consists of current propagating within oscillating electric dipoles. Every propagating electron represents a charge and which create electromagnetic fields. Thus, this current creates electromagnetic fields consisting of the sum of all electromagnetic fields created by all charges. It is proposed that it is this electromagnetic filed which is influenced by the electromagnetic interference created by the oscillators. This changes resonance in the air and which results in that current with specific period is influenced and whereby it creates a resonance pattern where no current (with specific period) propagates in the vicinity of the oscillators. This current creates new resonance phenomena where the current propagates along a circle (sphere) surrounding the oscillators. Inside this circle (sphere) there is no current (with specific periods), and which is described as extinction of current in the present invention.

The oscillators can be positioned in the air or in water.

This changes electromagnetic energy and extinct current in the air and/or in water with period 24/(m-2ⁿ) hour within a radius of typically 5-15 m, depending on the quality factor of the oscillators and their distance I and the angel a.

The invention is primarily directed towards extinction of current which creates resonance in water and which occurs in the frequency range 1-10 Hz, i.e. the periods T; 0.1 s > T > Is.

The following describes an example where the purpose is to extinct current with the period

24/(5-2¹⁶) hour, 24/(7·2¹⁶) hour and 24/(9-2¹⁵) hour. This method (and which can be implemented as apparatus) encompass three oscillators (1), (2) and (3) with natural period T₅ = 24/(5·2¹⁵) hour, T₇ = 24/(7·2¹⁶) hour and T₉ = 24/(9·2¹⁵) hour.

The oscillator (1) has the natural period T₅ = 24/(5·2¹⁶) hour. This is achieved using a copper conductor with the length L₅:

T₅ = 24/(5·2¹⁵) hour (3.79 Hz), L₅ = 24·60·60 ι ·27(5·2·2¹⁶) = 200 μιτη (q = 0) or e.g. L₅ = 3.20 mm (q = 4)

The oscillator (2) has the natural period T₇ = 24/(7·2¹⁶) hour. This is achieved using a copper conductor with the length L₇:

T₇ = 24/(7·2¹⁶) hour (5.31 Hz), L₇ = 24·60·60·ν·27(7·2·2¹⁶) = 143 μπι (q = 0) or e.g. L₇ = 2.29 mm (q = 4).

The oscillator (3) has the natural period T₉ = 24/(9·2¹⁵) hour. This is achieved using a copper conductor with the length L₉:

T₉ = 24/(9-2¹⁵) hour (3.41 Hz), L₉ = 24-60-60v2^q/(9-2-2¹⁵) = 222 μιτι (q = 0) or e.g. L₉ = 3.56 mm (q = 4).

Change of electromagnetic energy and extinction of current in the air and in water, with the period 24/(5·2¹⁶) hour, 24/(7·2¹⁶) hour and 24/(9·2¹⁵) hour, is made by three passive oscillators. The oscillators are positioned with an angle a (30° < a < 90°) and at a distance of 0.01 < I < 10 mm. The copper conductor lengths according to Eq. (5) are 143 μητι, 200 μιη and 222 μιη. However, the lengths can also be a multiple 2^q according to Eq (5), e.g. q = 4, and in which case the lengths are 2.29 mm, 3.20 mm and 3.56 mm. The oscillators create electromagnetic interference and this disturbs the resonance mechanism in air and in water and which extinct current at these periods.

Detailed Theory: References

1. Bleaney, B.I. Electricity and Magnetism. Oxford at the Clerendon Press (1965).

2. Chaplin M. A proposal for structuring of water. Biophysical C/jemistry. 83, 211-221 (1999).

3. Head-Gordon T, Johnsson M. E. Tetrahedral structure or chains for liquid water. Available online http://www.pnas.org/cgi/doi/10.1073/pnas.0510593103 (2006).

4. Giertz, H.W. Journal of Atmospheric and Solar-Terrestrial Physics 72 (2010a) 767-773.

http://dx.doi.Org/10.1016/i.iastp.2010.03.022 5. Jonsson G. Vaglara och optik (Wave theory and optics). Teach Support, Lund. (1999).

6. Melrose D. B, McPhedran R. C. Electromagnetic processes in dispersive media. Cambridge University Press, Cambridge, pp 106-110 (1991).

Summary of the Invention: Achieved results

Using the above oscillators implemented as an apparatus gave the following results.

Three oscillators with lengths 2.29 mm, 3.20 mm and 3.56 mm were positioned at distance I = 1 mm and a = 90°. This resulted in extinction of current with periods 24/(5·2¹⁶) hour, 24/(7·2¹⁶) hour and 24/(9·2¹⁵) hour.

Positioning the oscillators in that air resulted in extinction of current within a radius of approximately 10 m.

Positioning the oscillators in lake water resulted in extinction of current within a radius of approximately 15 m.

Positioning the oscillators in Baltic Seawater resulted in extinction of current within a radius of approximately 15 m.

Brief Description of the Drawings The invention will be described in more detail in the following, with reference to the appended drawings, in which:

Figure 1 describes the positioning of forced damped oscillators.

Figure 2 describes the positioning of forced damped oscillator

Figure 3 describes the enclosure, including drilled holes.

Description of the Invention

The object of this invention is to change electromagnetic energy and to extinct (destroy, remove) current in the air and/or in water.

Said water includes all types of water and all types of solutions containing water, including lake water, sea water, sewage, wine, alcohol, olive oil, oil and gas containing H₂0 molecule structures.

One method is to disturb and/or to change resonance in the air and/or in water using

electromagnetic interference created by two or more passive forced damped oscillators, and which have natural periods equal to one or many of the periods of said electromagnetic energy. Said electromagnetic energy includes current, present in the air and in water. Said electromagnetic energy have the periods T = 24/(m-2ⁿ) hour.

Said electromagnetic energy is created by resonance phenomena in the air and which creates 3D matrixes of oscillating electric dipoles and currents. Resonance in ion-H₂0 molecule structures creates resonance phenomena in water in the period range 0.1-1 s. The period range 0.1-1 s is of particular interest in the present invention.

The invention encompasses the method to create electromagnetic interference and to change electromagnetic energy and to extinct current using two or more forced damped oscillators.

Electromagnetic interference and change of electromagnetic energy and extinction of current at the period 24/(m-2ⁿ) hour is achieved when the oscillator natural period is equal to 24/(m-2ⁿ) hour. For instance two oscillators with natural period 24/(1·2¹⁸) hour create electromagnetic interference and change electromagnetic energy and extinct current at the period 24/(l-2¹⁸) hour. One oscillator with natural period 24/(1·2¹⁹) hour and one oscillator with natural period 24/(3-2¹⁷) hour create electromagnetic interference and change electromagnetic energy and extinct current at the period 24/(1·2¹⁹) hour and 24/(3·2¹⁷) hour. One oscillator with natural period 24/(5·2¹⁶) hour and one oscillator with natural period 24/(17·2¹⁵) hour and one oscillator with natural period 24/(33·2¹⁴) hour create electromagnetic interference and change electromagnetic energy and extinct current at the period 24/(5·2¹⁵) hour and 24/(17·2¹⁵) hour and 24/(33·2¹⁴) hour. Any combination of m and n is possible and any number of oscillators is possible. However, the present invention sets a limit, because of practical reason, to number of oscillators < 5 and m < 200 and 10 < n < 20 and 0.1 s > T > 1 s.

Said oscillators are positioned so that they create electromagnetic interference. This is illustrated in Figure 1 and Figure 2. Two or more oscillators (1) are positioned at an angle a (2), 30° < a < 90° and a distance I (3), 10 μηη < I < 10 mm. This creates mutual electromagnetic coupling and electromagnetic interference (caused by deviating phase and period) and it changes resonance phenomena in the air and in water. It prevents creation of resonance and extinct current close to said oscillators, i.e. within a radius of typically 5-15 meters, depending on said oscillator quality factor, and the angle and distance between said oscillators.

The forced damped oscillator consists of a conductor. Resonance and a standing wave inside the conductor occurs when its length is equal to one half wavelength, λ/2, or a multiple, i.e. (λ/2)· 2^q. A conductor with length L and current speed v (1.517 mm/s in copper) creates a standing wave and resonance at the natural period T:

L = (λ/2)·2 ^q= (T/2)-2^q-i/ , q = 0, 1, 2, 3, 4.... (5)

The invention encompasses oscillators with natural periods T = 24/(m-2ⁿ) hour.

The invention is exemplified with one apparatus build according to the methods encompassed in the present invention. The following apparatus changes electromagnetic energy and extinct current with the period 24/(5-2¹⁶) hour, 24/(7·2¹⁶) hour and 24/(9·2¹⁵) hour. This apparatus consists of three oscillators (1), (2) and (3) with natural period T₅ = 24/(5·2¹⁶) hour, T₇ = 24/(7·2¹⁶) hour and T₉ = 24/(9-2¹⁵) hour.

The oscillator (1) has the natural period T_s = 24/(5·2¹⁶) hour. This is achieved using a copper conductor with the length L₅:

T₅ = 24/(5·2¹⁶) hour (3.79 Hz), L₅ = 24·60·60·ν·2^ς/(5·2·2¹⁶) = 200 μιη (q = 0) or e.g. L₅ = 3.20 mm (q = 4)

T₇ = 24/(7·2¹⁶) hour (5.31 Hz), L₇ = 24-60-60 v2^q/(7-2-2¹⁶) = 143 μιτι (q = 0) or e.g. L₇ = 2.29 mm (q = 4).

T₉ = 24/(9-2¹⁵) hour (3.41 Hz), L₉ = 24-60-60 v2 /(9-2-2¹⁵) = 222 μιη (q = 0) or e.g. L, = 3.56 mm (q = 4). Change of electromagnetic energy and extinction of current in the air and in water, with the period 24/(5·2¹⁶) hour, 24/(7·2¹⁶) hour and 24/(9·2¹⁵) hour, is made by an apparatus consisting of three passive oscillators. The oscillators are positioned with an angle a (30° < a < 90°) and at a distance of 0.01-10 mm. The copper conductor lengths according to Eq. (5) are 2.29 mm, 3.20 mm and 3.56 mm. The oscillators create electromagnetic interference and this disturbs the resonance mechanism in air and in water and which stops resonance and extinct current at these periods.

The oscillators are preferably manufactured using printed circuit board (PCB) technique. The PCB is preferably mounted in an enclosure (4), 50x50x50 mm or smaller, illustrated in Figure 3. The enclosure can contain 1-8 holes (5), with approximately 1-2 mm diameter, which allows air or water and its positive ions to enter the enclosure. Positive ions are a prerequisite for proper function of said oscillators. The enclosure is preferably supplied with different types of fastening devices (6), illustrated in Figure 3. Said fastening devices include any device that fastens the enclosure to matter, to animals and to humans such as leash, strap, harness or band, strip, belt or flange.

Claims

A method to change electromagnetic energy and/or to extinct current and/or to remove current with period 24/(m-2ⁿ) hour in the air and/or in all types of water and all types of solutions containing water, characterized by creating electromagnetic interference caused by mutually electromagnetically coupled passive forced damped oscillators and where each oscillator has a natural period equal to one of said period 24/(m-2ⁿ) hour, +/- 1 %, and where m < 200 and 10 < n < 20.

The method according to claim 1, characterized in that said oscillator consists of a conductor with length L and where said oscillator natural period is 2 L/(v-2^q), and where v is the speed of the current in said conductor, and where v = 1.517 mm/s in a copper conductor and 0 < q < 8.

The method according to any one of claims 1-2, characterised in that said oscillators are positioned at an angel a, 30° < a < 90°, and at a distance 1, 10 μηι < I < 10 mm.

The method according to any one of claims 1-3, characterised in that said method to change electromagnetic energy and/or to extinct current and/or to remove current with period 24/(mi-2ⁿⁱ) hour is achieved using two of said oscillator with said natural period 24/(nrti-2ⁿⁱ) hour, and where m_x denotes a choice of m and n_x denotes a choice of n.

The method according to any one of claims 1-3, characterised in that said method to change electromagnetic energy and/or to extinct current and/or to remove current with period 24/(ιτ)ι·2^ηι) hour and 24/(m₂-2ⁿ²) hour is achieved using one of said oscillator with said natural period 24/(m₁-2ⁿⁱ) hour and one of said oscillator with said natural period 24/(m₂-2"²) hour, and where m₂ denotes a choice of m and n₂ denotes a choice of n.

The method according to any one of claims 1-3, characterised in that said method to change electromagnetic energy and/or to extinct current and/or to remove current with period 24/(mr2ⁿⁱ) hour and 24/(m₂-2"²) hour and 24/(m₃-2"³) hour is achieved using one of said oscillator with said natural period 24/(m_!-2ⁿⁱ) hour and one of said oscillator with said natural period 24/(m₂-2^nz) hour and one of said oscillator with said natural period 24/(m₃-2"³) hour, and where m₃ denotes a choice of m and n₃ denotes a choice of n.

The method according to any one of claims 1-3, characterised in that said method to change electromagnetic energy and/or to extinct current and/or to remove current with period 24/(mi-2ⁿⁱ) hour and 24/(m₂-2^nz) hour and 24/(m₃-2"³) hour and 24/(m₄-2ⁿ⁴) hour is achieved using one of said oscillator with said natural period 24/(m₁-2"¹) hour and one of said oscillator with said natural period 24/(m₂-2"²) hour and one of said oscillator with said natural period 24/(m₃-2"³) hour and one of said oscillator with said natural period 24/(m₄-2ⁿ") hour, and where m₄ denotes a choice of m and n₄ denotes a choice of n.

The method according to any one of claims 1-3, characterised in that said method to change electromagnetic energy and/or to extinct current and/or to remove current with period 24/(m_r2ⁿⁱ) hour and 24/(m₂-2ⁿ²) hour and 24/(m₃-2ⁿ³) hour and 24/(m₄-2ⁿ⁴) hour and 24/(m₅-2ⁿ⁵) hour is achieved using one of said oscillator with said natural period 24/(m₁-2"¹) hour and one of said oscillator with said natural period 24/(m₂-2"²) hour and one of said oscillator with said natural period 24/(m₃-2ⁿ³) hour and one of said oscillator with said natural period 24/(m₄-2ⁿ") hour and one of said oscillator with said natural period 24/(m₅-2 ⁵) hour, and where m₅ denotes a choice of m and n₅ denotes a choice of n.

9. Use for the method according to any one of claims 1- 8, to change electromagnetic energy and/or to extinct current and/or to remove current in the air.

10. Use for the method according to any one of claims 1- 8, to change electromagnetic energy and/or to extinct current and/or to remove current in all types of water and all types of solutions containing water, including lake water, sea water, sewage, wine, olive oil, alcohol, oil and gas containing H₂0 molecule structures.