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WO2011123000A1 - Procédés permettant d'agir sur les microbes - Google Patents

Procédés permettant d'agir sur les microbes Download PDF

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Publication number
WO2011123000A1
WO2011123000A1 PCT/SE2010/050350 SE2010050350W WO2011123000A1 WO 2011123000 A1 WO2011123000 A1 WO 2011123000A1 SE 2010050350 W SE2010050350 W SE 2010050350W WO 2011123000 A1 WO2011123000 A1 WO 2011123000A1
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hour
pathogens
air
microbes
resonance
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Hans Giertz
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    • A—HUMAN NECESSITIES
    • A61—MEDICAL OR VETERINARY SCIENCE; HYGIENE
    • A61L—METHODS OR APPARATUS FOR STERILISING MATERIALS OR OBJECTS IN GENERAL; DISINFECTION, STERILISATION OR DEODORISATION OF AIR; CHEMICAL ASPECTS OF BANDAGES, DRESSINGS, ABSORBENT PADS OR SURGICAL ARTICLES; MATERIALS FOR BANDAGES, DRESSINGS, ABSORBENT PADS OR SURGICAL ARTICLES
    • A61L2/00—Methods or apparatus for disinfecting or sterilising materials or objects other than foodstuffs or contact lenses; Accessories therefor
    • A61L2/02—Methods or apparatus for disinfecting or sterilising materials or objects other than foodstuffs or contact lenses; Accessories therefor using physical phenomena
    • C—CHEMISTRY; METALLURGY
    • C12—BIOCHEMISTRY; BEER; SPIRITS; WINE; VINEGAR; MICROBIOLOGY; ENZYMOLOGY; MUTATION OR GENETIC ENGINEERING
    • C12N—MICROORGANISMS OR ENZYMES; COMPOSITIONS THEREOF; PROPAGATING, PRESERVING, OR MAINTAINING MICROORGANISMS; MUTATION OR GENETIC ENGINEERING; CULTURE MEDIA
    • C12N13/00—Treatment of microorganisms or enzymes with electrical or wave energy, e.g. magnetism, sonic waves
    • A—HUMAN NECESSITIES
    • A61—MEDICAL OR VETERINARY SCIENCE; HYGIENE
    • A61L—METHODS OR APPARATUS FOR STERILISING MATERIALS OR OBJECTS IN GENERAL; DISINFECTION, STERILISATION OR DEODORISATION OF AIR; CHEMICAL ASPECTS OF BANDAGES, DRESSINGS, ABSORBENT PADS OR SURGICAL ARTICLES; MATERIALS FOR BANDAGES, DRESSINGS, ABSORBENT PADS OR SURGICAL ARTICLES
    • A61L2202/00—Aspects relating to methods or apparatus for disinfecting or sterilising materials or objects
    • A61L2202/20—Targets to be treated
    • A61L2202/22—Blood or products thereof

Definitions

  • the present invention relates to the fields of resonance in microbes and pathogens, and more specific to methods to to inactivate and/or to kill microbes and pathogens and according to the preamble of claim 1.
  • 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/m 2 .
  • H 2 0 forms molecule structures (e.g. tetrahedral structure), that water is polar in nature and dissolves salts (e.g. NaCI) into ions where Na + is attracted to ⁇ ⁇ and CI " to ⁇ + ⁇ and H 2 0 molecules are bonded by the extremely weak hydrogen bond.
  • salts e.g. NaCI
  • the inventor has developed methods which enable measurement and description of processes based on extremely small amplitude current and plane transverse EM waves having very low frequency. Many electromagnetic biological processes operate at extremely low amplitude and low frequency and the invention is based on the understanding of electromagnetic processes that have not been described or reported before.
  • the object of this invention is to inactivate and/or to kill microbes and pathogens.
  • the method is to stop said microbes and pathogens from absorbing electromagnetic energy at their natural period/frequency. This leads to the death of said microbes and pathogens.
  • Said microbes and pathogens include all types of microorganisms including all types of pathogens, all types of bacteria, all types of viruses and virus infected cells, all types of cancer cells and tumours, all types of moulds and all types of fungal microbes.
  • All organisms i.e. microbes, pathogens, trees/plants and animals including insects, reptiles, birds and mammals
  • Microbes and pathogens are completely depending on this current; the l Air creates resonance in said microbes and pathogens and energy in the l Air is absorbed by means of resonance. It is believed that the l Air supplies the microbes and pathogens with energy and that it controls or influences instrumental biological processes. Without this energy all microbes and pathogens, that the inventor has investigated, die within 48 - 120 hours. The following method is used.
  • the l Air having the period where the microbe or pathogen creates resonance, i.e. its natural (resonance) period/frequency, is hindered from propagating to said microbe or pathogen.
  • the microbe or pathogen then ceases to create resonance and ceases to absorb the l Air . After 48-120 hours, depending on type of microbe or pathogen, its ability to create resonance has ceased completely and it never regains ability to create resonance with, and to absorb the l Air .
  • the microbe or pathogen is dead.
  • Resonance in organisms is related to resonance in water, building on the ability of water molecule structures to create resonance in the 2-10 Hz range.
  • current, l Air in the 2-10 Hz range can create resonance in organisms and empirically it has been found that the following
  • T 24/(p-m-2 n ) hour; e. g. 24/2 18 hour (3.03 Hz), 24/(3 ⁇ 2 17 ) hour (4.55 Hz), 24/(5 ⁇ 2 16 ) hour (3.79 Hz), 24/(7 ⁇ 2 16 ) hour (5.31 Hz), 24/(9 ⁇ 2 15 ) hour.
  • Each organism i.e. type of organism creates resonance at only one
  • Theoretically microbes and pathogens can create resonance at all possible harmonics within the range where water creates resonance, i.e. the following periods T:
  • pathogens create resonance at the following periods: 24/(5 ⁇ 2 16 ) hour (3.79 Hz), 24/(7 ⁇ 2 16 ) hour (5.31 Hz), 24/(9 ⁇ 2 15 ) hour (3.41 Hz), 24/(11 ⁇ 2 15 ) hour (4 .17 Hz) and 24/(13 ⁇ 2 15 ) hour (4.93 Hz) and perhaps also at 24/(15 ⁇ 2 15 ) hour (5.69 Hz), 24/(17 ⁇ 2 14 ) hour (3.22 Hz), 24/(19 ⁇ 2 14 ) hour (3.60 Hz) and 24/(21 ⁇ 2 14 ) hour (3.98 Hz) as well as at periods 24/(3-m-2 n ) hour although the inventor has not found the latter yet.
  • Pathogens are destroyed using the following methods: The infected area and the pathogens are analyzed by means of their natural period by measuring the period of the l Air absorbed by the pathogens, e.g. 24/(5 ⁇ 2 16 ) hour (3.79 Hz). The method is to hinder said current l Air from reaching the pathogens, preferably by positioning a forced damped oscillator, having the same natural period as the pathogens, e.g. 24/(5 ⁇ 2 16 ) hour (3.79 Hz), in the vicinity of the patient, during a number of days. The oscillator absorbs the current, l Air , and hinders said current from reaching the pathogens.
  • the oscillator has low impedance at its natural period and lower impedance than the pathogens and thus the current, l Air , propagates to the oscillator according to Ohm's law.
  • the oscillator can for instance be strapped to the leg of the patient. It is kept in this position for 48-120 hours, i.e. until the pathogens cease to create resonance and cease to absorb the l Air .
  • the second method is to hinder a multiple of l Air having different periods from reaching the pathogens.
  • Preferably using a multiple of forced damped oscillators, each having the natural period equal to the pathogen's natural periods T 24/(p-m-2 n ) hour: e.g.
  • the multiple of oscillators can comprise a few, many or all of said periods, depending on the application. In the latter case the treatment can be made without analyzing the natural periods of the pathogens. All pathogens, measured by the inventor, have a natural period deviating from the natural period of human beings, i.e. 24/(3 ⁇ 2 17 ) hour (4.55 Hz).
  • the l Air having the period 24/(3 ⁇ 2 17 ) hour (4.55 Hz) is not influenced and can propagate uninterrupted to the human being.
  • pathogens and infectious diseases are managed without any type of intervention to the human being: the only action taken is to hinder the current, l Air , having extremely low amplitude and specific periods from reaching the pathogens during a limited time.
  • One application can comprise one or many oscillators having one, many or all of said natural periods.
  • the second method is to divert the l Air from the microbes by positioning said microbes within electric and/or magnetic fields which divert the l Air .
  • This method extinguishes or annihilates the current in the air, l Air . It is possible to extinct all current, l Air , or specific period/frequency components by choosing different combinations of p, q, m, and n.
  • This method can also be used on pathogens, since it is possible to avoid disturbance in the human being (i.e. the host).
  • the fourth method is to expose said microbes to electromagnetic energy and where said energy create resonance in the water contained in said microbes at a period deviating from the natural period of said microorganism and within the 2-10 Hz range, e.g. 5.0 Hz. This hinders the microbes from creating resonance and to absorb energy at their natural period.
  • the fifth method is to position the microbes within a container consisting of conducting matter and where positive ions are removed from the interior, preventing electrons from propagating through the conducting matter (i.e. preventing the electrons to pass the Fermi level by means of field emission created by the positive ions).
  • the five methods are carried out during 48-120 hours and until all microbes or pathogens cease to absorb energy (cease to create resonance), i.e. they are killed. In some applications the procedure is carried out continuously. It is also possible to vaccinate by interrupting the procedure before all pathogens are killed, allowing the immune system to act.
  • Figure 1 shows the amplitude of the absorbed current, i.e. the number of bacteria able to create resonance, and its decline as function of the time, using the first method.
  • the bacteria Lactobacillus acidophilus (found in sour milk), Lactobacillus plantarum 299v (found in some juice) and Shigella sonnei (e-coli) were investigated.
  • Figure 1 shows the decline rate when the l Air was hindered from reaching the bacteria by diverting the l Air to a forced damped oscillator positioned in the vicinity, i.e. the bacteria were hindered from creating resonance during some hours, e.g. six hours. Then the bacteria were exposed to the l Air during 30 minutes and their ability to create resonance was measured i.e. the amplitude of the absorbed current. This procedure was repeated until all bacteria ceased to create resonance. The exact measurement procedure is described in the chapter Detailed Theory.
  • Figure 2 shows the amplitude of the absorbed current, i.e. the number of bacteria able to create resonance, and its decline as function of the time, using the fourth method.
  • the bacteria were exposed to electromagnetic fields having the frequency 5.0 Hz.
  • the bacteria Lactobacillus acidophilus and Lactobacillus plantarum 299v were investigated. The exact measurement procedure is described in the chapter Detailed Theory.
  • Figure 3 shows the amplitude of the absorbed current, i.e. the number of mould microbes creating resonance, and its decline as function of the time, when the l Air was diverted by means of a forced damped oscillator positioned in the vicinity.
  • Figure 3 shows moulds found in three types of cheese: Blue cheese from Aria Food, Denmark, Gorgonzola cheese from Galbani, Italy and Roquefort cheese from Societe ' France.
  • Pathogens in human beings normally create resonance at one of the following 5 periods: 24/(5 ⁇ 2 16 ) hour (3.79 Hz),
  • 24/(7 ⁇ 2 16 ) hour (5.31 Hz), 24/(9 ⁇ 2 15 ) hour (3.41 Hz), 24/(11 ⁇ 2 15 ) hour (4 .17 Hz) and 24/(13 ⁇ 2 15 ) hour (4.93 Hz).
  • some pathogens create resonance also at the following periods: 24/(15 ⁇ 2 15 ) hour (5.69 Hz), 24/(17 ⁇ 2 14 ) hour (3.22 Hz), 24/(19 ⁇ 2 14 ) hour (3.60 Hz) and
  • the device has been strapped to the lower part of the leg during daytime and positioned on the floor below the bed at nighttimes. This procedure has been sustained during 7 days.
  • the procedure has been used on pathogenic bacteria, virus infections and skin cancer involving a limited number of persons. In all cases the pathogens ceased to create resonance within 1-3 days and in all cases the persons consider themselves cured after 7-14 days.
  • the air contains low frequency and extremely low amplitude electromagnetic waves of conduction current (i.e. current) in the air, called l Air .
  • the l Air influences a number of processes in the human body and in other organisms. Water creates resonance in the same frequency range as the l Air and that is explained in the first part: Water. Some cell types contain oscillators that create resonance with the l Air and thus the cell absorbs the energy in the l Air . Cluster of cells and the absorbed energy create resonance in the water in their vicinity and this influence a number of biological processes. This is explained in the second part: Cells. It's essential to u nderstand the nature of the l Air and that is explained in the third part: Air. The last part explains how resonance is measured in microbes and pathogens. Detailed Theory: water
  • Water creates electromagnetic resonance in the 2-10 Hz range, i.e. the same frequency range as harmonics of the l Air .
  • Water contains angular molecules (H 2 0) 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 ( ⁇ +) on the hydrogen atom, and a partial negative charge ( ⁇ -) 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.
  • sodium chloride Na + CI ⁇
  • Na + CI ⁇ sodium chloride solve in water with Na + attracted to ⁇ ⁇ and CI " to ⁇ + ⁇ .
  • H 2 0 The polarized ends of H 2 0 create an extremely small force that bonds H 2 0 molecules called the hydrogen bond and this bond is elastic.
  • 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 1 .
  • a classical oscillator that corresponds to a mass m with charge q at a displacement X(£) from its mean position. Let the frequency of the oscillator be ⁇ 0 , and let it be damped with the decay constant y. The oscillator is assumed to be forced by an electric field E(£).
  • E(£) The equation of motion is
  • a small angular twist between two H 2 0 molecules creates a twist in the hydrogen bond and the "angu lar" spring constant /r twist is magnitudes smaller than k.
  • the resonance frequency depends on how the molecule structure is oriented relative to the applied energy E according to Eq. (1).
  • the number of possible molecule structures is very large and the number of resonance modes within each molecule structu re is also large enabling a large number of resonance frequencies creating a continuous frequency response in the 2-10 Hz frequency range.
  • Humans have cells containing oscillators embedded in the skull bone, centred in the middle (top) of the skull and the cell oscillators are oriented so that they create resonance with the l Air perpendicular (vertically) to the skull and at the period 24/(3-2 ) hour (4.55 Hz).
  • the current, l always connects to the top of the skull of a healthy human and it creates resonance in the water contained in the brain fluids and cells and a specific molecule structure is created and the blood circulation distributes this water to the rest of the body.
  • the human body and its water is in resonance with the l Air at the period 24/(3 ⁇ 2 17 ) hour.
  • the cells containing oscillators are embedded in the upper part of the root system, creating similar resonance in their water.
  • the immune system depends on stable and specific water molecule structures.
  • a piece of fouled meat or polluted water contains a broad spectrum of bacteria that create resonance at many of the above periods.
  • the bacteria Lactobacillus acidophilus, Lactobacillus plantarum 299v and Shigella sonnei create resonance at the period 24/(5 ⁇ 2 16 ) hour (3.79 Hz).
  • a bacteria culture e.g. Lactobacillus acidophilus or Lactobacillus plantarum 299v
  • a bacteria culture e.g. Lactobacillus acidophilus or Lactobacillus plantarum 299v
  • positioned in water makes the current, l Air , propagate into the water and it creates resonance in the water and the water molecule structure is changed.
  • bacteria indirectly change the molecule structure of water in their vicinity.
  • a few types of mould have been investigated and they create resonance at the period 24/(9 ⁇ 2 15 ) hour (3.41 Hz).
  • a few types of viruses have been investigated and they create resonance at the period 24/(5 ⁇ 2 16 ) hour (3.79 Hz).
  • Two type of cancer malignant tumours have been investigated, they create resonance at the period 24/(5 ⁇ 2 16 ) hour (3.79 Hz).
  • Skin cancer actinic keratosis creates resonance at the period 24/(9 ⁇ 2 15 ) hour (3.41 Hz).
  • Bacterial infections normally create resonance at the period 24/(5 ⁇ 2 16 ) hour (3.79 Hz) but sometimes at 24/(7 ⁇ 2 16 ) hour (5.31 Hz), 24/(9 ⁇ 2 15 ) hour (3.41 Hz) or 24/(11 ⁇ 2 15 ) hour (4 .17 Hz).
  • a healthy person always creates resonance at the period 24/(3 ⁇ 2 17 ) hour (4.55 Hz) and the resonance amplitude is relatively large which can be measured by means of the l Air (typically 0.2-0.5 pA) connecting to the person's skull.
  • a pathogenic bacteria or virus infection makes the l Air , having a different period (usually 24/(5 ⁇ 2 16 ) hour (3.79 Hz)), connect to the infected area and it creates resonance and energy is absorbed.
  • the amplitude increases i.e. more energy is absorbed
  • the amplitude of the resonance in the body water decreases at the period 24/(3 ⁇ 2 17 ) hour (4.55 Hz) (i.e.
  • the inventor believes that the reason that pathogens create resonance at a period deviating from the human host, is because it disturbs the host's water molecule structure and the immune system.
  • the current density J creates plane transverse EM waves as described by Bleaney 8 and Hallen 9 .
  • the EM waves are square wave shaped having the period 24 hours and contain a large number of harmonics. They propagate along the geomagnetic field lines towards the earth.
  • the global electric circuit describes how lightning transfers electrons to the earth crust and how the 200 kV potential between the ionosphere and earth crust transfers the charge back to the atmosphere and thus the air contains ⁇ 500 pC/m 3 electrons as reported by Israel 10 , Israelsson et
  • the EM waves having electric field vectors E, create an electric body force pE on the charge density p (electrons) in the air and it makes the electrons drift in an oscillating motion and create current, l Air , in the air.
  • the electrons in the air can accumulate (-q) and deplete (q) and drift (l Air ).
  • Two charges -q/q at some distance with the l Air in between constitutes a forced oscillator having the time constant q/l Air and when q/l Air equals the period of the applied EM waves (or harmonics) the forced oscillator oscillates (is in resonance).
  • the air is an adaptive media: its charge has large freedom in distribution.
  • An adaptive media strives to maximize the absorbed energy, i.e. the oscillators adapt their charge so that they create resonance with the applied energy.
  • the global electric circuit supplies the air and the oscillators with charge until q/l Air has a time constant that creates resonance and from that point on surplus charge is transferred to the atmosphere. It's self regulating.
  • the air strives to organize the oscillators so that the absorbed energy is maximized: the oscillators are organized into a 3D matrix where the oscillators are mutually coupled.
  • the 3D matrix has a logical structure and it consists of only one repetitive basic element: four charges are organized into a horizontal quadrant as illustrated in Figure 4. Two charges, -q and q (115), and current, l Air , (116) between the charges comprise one oscillator.
  • the four charges comprise four oscillators (mutually coupled and oscillating in two dimensions).
  • the starting point of the 3D matrix is one quadrant oscillating at the period 24 hours, consisting of a quadrant of four oscillators having the period 24 hours, each denoted 24i in Figure 5.
  • This pattern is repeated in four directions forming a large 2D grid as illustrated in Figure 5.
  • Figure 5 shall be interpreted in the following way.
  • the "line” denoted 24i consists of a long chain of oscillators (q, -q, q, -q, q etc.) having the period 24/1 hours and super positioned there are oscillators having the periods 24/2, 24/4 etc. hours; altogether 24i consists of a chain of super positioned oscillators and super positioned currents having the periods
  • the electrons in the l Air only have to bridge the distance of the shortest oscillator/dipole in the chain and that explains why current having extremely long period can be transported in a stable way in the air.
  • the air contains one horizontally positioned 2D grid approx. 1 meter above ground and then every 3 meter there is another (phase shifted) horizontal 2D grid.
  • Figure 6 illustrates how layers of 2D grids (117) form a 3D matrix (118).
  • the 3D matrix also contains oscillators and l Air at the periods 24/(5-2"), 24/(7-2"), 24/(9-2"), 24/(11-2"), 24/(13-2"), 24/(15-2"), 24/(17-2"), 24/(19-2") hours and 24/(21-2") hours and perhaps even higher harmonics; however not found by the inventor.
  • the 3D matrix oscillates in three dimensions and in many modes. It's a complex but logical structure.
  • the exact current speed in copper is measured to 1.52 mm/s.
  • the wave propagation in a conductor at current ⁇ 1 pA is described by the classical wave propagation in one dimension.
  • ⁇ a-sin(urt + ⁇ )
  • a the amplitude
  • ⁇ the phase constant
  • ⁇ the angular frequency
  • Resonance and a standing wave inside the conductor occurs when its length is equal to one half wavelength ( ⁇ /2) or a multiple, i.e. ( ⁇ /2) ⁇ 2 r .
  • a conductor with length L creates a standing wave and resonance at
  • 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. Therefore the l Air , having the period T, propagates to the oscillator according to Ohm's law.
  • the oscillator is equivalent to a serial LC circuit (141) as described in Figure 11.
  • An oscillator, positioned at some distance to microbes or pathogens constitute low impedance and according to Ohm's law the current, l Air , propagates to the oscillator instead of to the microbes or pathogens.
  • a prerequisite is that the oscillator has low impedance at the natural period, i.e. has high quality factor Q.
  • Many parallel oscillators can be used in order to decrease the impedance.
  • Figure 7 shows two electrodes (120) and (121) spaced at some distance (e.g. 2 m) and connected, via wires, to a voltage source (122) (e.g. 1-10 V).
  • the voltage source creates the electric field E (123) between the electrodes.
  • the air contains approximately 500 pC/m 3 electrons, i.e. charge density caused by the global electric circuit causing approximately 3 pA/m 2 vertical current density in the air.
  • the air has a certain conductivity ⁇ creating a current density J between the electrodes according to Ohm's law, Bleaney 8 , Hallen 9
  • the current density J created by the electric field (123) induces a magnetic field B according to Eq. (7) and according to Eq. (8) the magnetic field B increases with increasing volume v.
  • the normal state is where B is minimized causing the electrons and the current I (124) to propagate in a narrow flow or a narrow "current tube".
  • an external perpendicular magnetic field B EXT (127) exerts a force on the current I (124) which makes the current I move sideways (125) and empirically it has been found that for moderate magnetic fields the distance d (126) is proportional to the current I and the magnetic field B EXT according to Eq. (8) and Eq. (9).
  • the external magnetic field can be created by a permanent magnet (127) or a conductor carrying current and creating a magnetic field according to Eq. (7).
  • the following experiment, Figure 8, explains the measurement method.
  • Two electrodes (128) and (129) are positioned at some distance (e.g. 2 m) in the air. The electrodes are connected, via wires, to a signal generator (130).
  • the generator is set to 5.0 Hz sinus and the output amplitude is 0.5 mV RMS.
  • This creates the current I in the same way as described above in connection with Figure 7, however, this current is alternating and can thus be regarded as two separate, parallel, current components li (131) and l 2 (132) propagating in opposite directions.
  • An external magnetic field B EXT (134) applied between the two current directions, ⁇ and l 2 creates a force according to Eq. (9) and as described in connection with Figure 7.
  • the distance ⁇ (133) is proportional to li (131) and d 2 (140) is proportional l 2 (132), measured as instant values.
  • the peak value of respectively d 2 are measured and correspond to the peak value of ⁇ respectively l 2 .
  • I 0.5 pA
  • B 1 mT.
  • the l Air behaves in the same way, i.e. the l Air propagates in a controlled way according to Eq. (8) and it explains why the 3D matrix is stable having low loss.
  • the amplitude and periods of the l Air is measured using the above method, i.e. inserting a permanent magnet (a magnetic field) between the two current directions and measuring the deviation as function of the time.
  • the currents li and l 2 are measured using the following method, li (and l 2 ) consist of electrons and the charge density p is significantly higher within ⁇ than in the surrounding air: thus there is an abrupt change of charge, li can be described as distributed charges q k and the force F between charges q p and charges q k in ⁇ follows Coulomb's law according to Eq. (3); however modified for many charges
  • Figure 9 illustrates how the current in the air is measured.
  • a short wire called a probe (135) is utilized.
  • the probe contains the charges ⁇ q p and the probe is moved through li (or l 2 or l Air ). It creates an impulse on the charges ⁇ q p which results in a current pulse.
  • the probe is connected to a high gain JFET amplifier (136), the pulse is band pass filtered (137) to remove DC and AC noise, further amplified (138) and displayed (139).
  • a high gain JFET amplifier 136
  • the pulse is band pass filtered (137) to remove DC and AC noise, further amplified (138) and displayed (139).
  • the measurement accuracy is ⁇ +/- 5%.
  • Resonance in microbes and pathogens is measured using the following method:
  • the measurement arrangement described in Figure 8 is used; however the electrode (129) is substituted and the sample of microbes or pathogens M (141) is placed in that position, as illustrated in Figure 10.
  • the sample M can contain microbes in-vitro or pathogens in-vivo.
  • the equivalent electric circuit is shown in Figure 11.
  • the equivalent of the microbes and pathogens M (141) at resonance is a serial LC circuit having small impedance at the natural frequency and charge in the air constitutes the return path (142) having relatively low impedance.
  • the sample containing the microbes or pathogens M (141) is positioned approximately 2 m from the electrode (128).
  • the current I connects to the microbes or pathogens M (141) and it propagates in the air as two separate current components ⁇ 1 (131) and l 2 (132) having opposite directions and separated by the magnetic field B Ex , (134).
  • Bacterial infections normally create resonance at the period 24/(5 ⁇ 2 16 ) hour (3.79 Hz) (e.g. measured ear and eye infections), however, also at the periods 24/(7 ⁇ 2 16 ) hour (5.31 Hz), 24/(9 ⁇ 2 15 ) hour (3.41 Hz), 24/(11 ⁇ 2 15 ) hour (4 .17 Hz) and 24/(13 ⁇ 2 15 ) hour (4.93 Hz).
  • Virus infections create resonance, herpes e.g. at 24/(5 ⁇ 2 16 ) hour period (3.79 Hz) and flu e.g. at 24/(7 ⁇ 2 16 ) hour period (5.31 Hz).
  • Some cancer malignant tumou r creates resonance, e.g. at 24/(5 ⁇ 2 16 ) hour period (3.79 Hz).
  • Hyper plastic polyps create resonance, e.g. at 24/(5 ⁇ 2 16 ) hour period (3.79 Hz).
  • Skin cancer actinic keratosis creates resonance, e.g. at 24/(9 ⁇ 2 15 ) hour period (3.41 Hz).
  • virus create resonance. It remains to be understood if the capsid itself contains a resonance mechanism (oscillator) or if the oscillator is implemented by the virus in the host cell. It is also interesting to notice that different types of cancer create resonance, indicating the well known virus origin of some cancer types.
  • cancer cells normally never contain oscillators, except for cells in the skull bone. Thus cancer cells behave fundamentally different: from an electromagnetic point of view cancer cells behave like pathogens. Thus there is a fundamental change in the cancer cell. It enables a novel way of treating cancer using the method described in the present invention. Thus viruses and cancer can be treated as infectious diseases using the method in the present invention.
  • Microbes and pathogens create resonance with the l Air in order to absorb the energy and the energy controls and influences instrumental processes. Without this energy the microbes and pathogens cease to absorb energy (cease to create resonance) within 48-120 hours and die. Thus microbes and pathogens are killed by stopping them from absorbing the l Air having the same period as their natural period.
  • the method is to hinder said l Air from reaching the microbes and pathogens. This is preferably made by diverting said l Air to one or many forced damped oscillators positioned at some distance from the microbes and pathogens.
  • a second method uses electric and magnetic fields to divert the l Air .
  • a fourth method comprises a procedure where the microbes are exposed to electromagnetic energy having a period deviating from their natural period. This creates resonance in their water, preventing them from creating resonance at their natural period and stopping them from absorbing the l Air .
  • the fifth method makes use of
  • the method used when managing pathogens is to hinder the l Air from reaching the pathogens. This is preferably made by diverting the l Air to one or many forced damped oscillators positioned at some distance from the infected area and the pathogens.
  • One or many oscillators are utilized, each having a natural period equal to the natural periods of the pathogens, e.g. 24/(5 ⁇ 2 16 ) hour (3.79 Hz), 24/(7 ⁇ 2 16 ) hour (5.31 Hz), 24/(9 ⁇ 2 15 ) hour (3.41 Hz), 24/(11 ⁇ 2 15 ) hour (4 .17 Hz) and/or 24/(13 ⁇ 2 15 ) hour (4.93 Hz).
  • This method stops the pathogens from absorbing energy and from creating resonance.
  • pathogens Eventually said pathogens lose their ability to absorb energy (i.e. to create resonance) and this kills the pathogens (or the other way around). Simultaneously the pathogens are stopped from absorbing energy at a period different to the human host, wherein the disturbance to the immune system is removed.
  • the method implies that the human being is not exposed to any kind of intervention whatsoever: no drugs or any kind of electromagnetic energy. The only action taken is to divert electromagnetic energy having extremely low amplitude and specific periods and this energy not involved in human biological processes.
  • Figure 1 describes the absorbed current in bacteria as function of the time.
  • Figure 2 describes the absorbed current in bacteria as function of the time.
  • Figure 3 describes the absorbed current in moulds as function of the time.
  • Figure 4 describes the resonance mechanism of current in the air.
  • Figure 5 describes the forming of even harmonics of current in the air.
  • Figure 6 describes how 2D grids of currents form a 3D matrix.
  • Figure 7 describes the principle of creating a DC current in the air.
  • Figure 8 describes the principle of creating an AC current in the air.
  • Figure 9 describes a method to measure a current in the air.
  • Figure 10 describes a method to measure the absorbed current in microbes and pathogens.
  • Figure 11 describes the equivalent electric circuit of Figure 10.
  • Figure 12 describes the frequency response of bacteria.
  • Figure 13 describes an array of forced damped oscillators.
  • the object of this invention is to inactivate and/or to kill microbes and pathogens.
  • Said microbes and pathogens include all types of microorganisms, all types of microbes, all types of pathogens, all types of bacteria, all types of viruses and virus infected cells, all types of cancer cells and tumours, all types of moulds and all types of fungal microbes.
  • Said method includes all types of methods which hinder said energy from reaching said microbes and pathogens including all types of diversion of said energy, all types of methods which extinguish or annihilate said energy, all types of electromagnetic shielding and all types of methods which create resonance in said microbes at a period deviating from said natural period and deviating from the periods 24/2 18 hour and 8/2 17 hour.
  • Said method is normally carried out during 48-120 hours or until all of said microbes and pathogens cease to absorb said energy and/or are killed, which also implies that they cease to create resonance at said natural period.
  • said method can also be used continuously.
  • the method can also be utilized on pathogens in the following way: the procedure is interrupted before all of said pathogens have ceased to absorb said energy, i.e. before all are killed. Hindering the pathogens from absorbing said energy strengthens the immune system. The immune system can operate on and kill the remaining pathogens and this can give a permanent immune defence. Thus the method is equivalent to vaccination.
  • the method can also be used in industrial processes allowing selection of microbes which are for instance more resistant to the influence of the current, l Air .
  • microbe or pathogen creates resonance at only one of said periods T and that is said microbe's or pathogen's natural period. Consequently it is necessary to hinder energy having only that particular period T from reaching the microbes or pathogens.
  • the implementation is often simplified when energy containing many or all of said periods T is hindered from reaching said microbes or pathogens. The demand to analyze the involved (microbe and pathogen) natural periods is then relaxed.
  • Said energy consists of current, l Air .
  • the invention includes the method to divert said current, l Air , to one or many forced damped oscillators. Microbes and pathogens constitute low impedance at said natural period.
  • a forced damped oscillator has a (oscillator) natural period and it constitutes low impedance at said (oscillator) natural period and this impedance can be made much lower than the corresponding impedance of the microbes and pathogens.
  • Said (oscillator) natural period is made equal to said natural period (i.e. microbe or pathogen) and consequently the (majority of) said current, l Air , having the corresponding period T, is diverted to the oscillator according to Ohm's law.
  • the invention includes the method to divert said current, l Air , having said periods T to one or many forced damped oscillators where each oscillator has a (oscillator) natural period:
  • Each oscillator consists preferably of a conductor having the length:
  • v is the wave or phase speed (i.e. current speed) in the oscillator matter (i.e. 1.52 mm/s in copper).
  • l Air having the period 24/(3 ⁇ 2 17 ) hour is diverted to an oscillator having the (oscillator) natural period 24/(3 ⁇ 2 17 ) hour and the conductor length:
  • said current, l Air contains super positioned even (sub) harmonics and a resonance mechanism consisting of a conductor has many resonance modes, creating resonance at even harmonics.
  • the conductor length can be:
  • T 0s ciiiator 24/(p-m-2 n r ) hour.
  • Figure 13 describes the principles of an array. It can for instance contain two oscillators (145) and (146) in parallel having the same (oscillator) natural period and where the purpose is to decrease the impedance and increase said current, l Air , amplitude diverted to the oscillators.
  • the array can also contain a nu mber of forced damped oscillators (147), (148) and (149) having other (oscillator) natural periods: e.g. 24/(5-2 16 r ), 24/(7-2 16 r ) and 24/(9-2 15 r ) hour. Consequently infectious diseases are managed without exposing the human being or the animal to any kind of intervention whatsoever: no drugs, no chemical entities and no radiation. The only action taken is to hinder one frequency component, within an enormously broad spectrum, from reaching the pathogens.
  • the invention includes the method to divert or deflect said current, l Air , away from said microbes.
  • Said microbes are positioned within or close to electric fields and/or magnetic fields and where said fields are preferably static.
  • the magnetic fields are preferably created by one or many permanent magnets or by the induced fields from a conductor carrying a current according to Eq. (7) or the induced fields from a coil or a set of coils.
  • the invention includes the method to extinguish or to annihilate said current, l Air , having said periods T. Electromagnetic energy having the period T Extinct is injected into the air (i.e. the air is exposed to):
  • T Extinct is not synchronized to said current, l Air , and has preferably a slightly deviating (i.e. +/- ⁇ ) period wherein the injected energy interferes with the resonance mechanism in the air and which prevents creation of said current, l Air , at specific periods. Consequently said current, l Air , is extinguished or annihilated.
  • this is achieved by connecting a small electrode or a short wire to a signal generator wherein electric fields and currents are created in the air.
  • the generator signal can in most cases be very small, e.g. 1 mV RMS.
  • TExtinct 24 ⁇ 1/(1 ⁇ 1 ⁇ 2 ⁇ ) hour, e.g. 24/2 20 (12.1 Hz); all of said currents, l Air , are extinguished.
  • TExtinct 24 ⁇ 1/(3-1-2") hour, e.g. 24/(3-2 19 ) hour (18.2 Hz); all of said currents, l Air , having the periods 24/(3-m-2 n ) hour are extinguished, while the periods 24/m-2 n hour are not influenced.
  • TExtinct 24-3/(1-1-2") hour, e.g. 24-3/(2 22 ) hour (16.2 Hz); all of said currents, l Air , having the periods 24/m-2 n hour are extinguished while the periods 24/(3-m-2 n ) hour are not influenced.
  • T E xtinct 24-3/(1-5-2") hour, e.g. 24-3/(5-2 20 ) hour (20.2 Hz); only the periods 24-3/(5-2") are extinguished.
  • the invention specifies values of m, n, p, q and r indicating the normal range; however, the theoretical range is much larger and the invention encompasses the range:
  • the invention includes the method to create resonance in the water contained in microbes by exposing said microbes to electromagnetic energy having a period different to said microbe's natural period; however in the 2-10 Hz range. This prevents said microbes from creating resonance at said natural period and from absorbing energy at said natural period.
  • the energy can preferably consists of electric fields created by an electrode connected to a signal generator (e.g. 5.0 Hz) and where the output voltage depends on the size of the area being exposed (e.g. 0.1 mV - 10 V RMS).
  • the energy can also consist of current in liquid containing water.
  • the invention includes the method to shield said microbes from said current, l Air .
  • Said microbes are preferably positioned within a container consisting of conducting matter (e.g. steal) and where positive ions are preferably removed from the interior, preventing electrons from propagating through the conducting matter (i.e. preventing the electrons to pass the Fermi level by means of field emission created by the positive ions).
  • This is preferably achieved by positioning an electrode, within the container, having a negative potential (e.g. 10 - 100 V) relative to the container wherein this electrode absorbs positive ions or two electrodes having positive and negative potential.
  • An alternative method is to create a negative charge on the container matter relative to the surrounding air, preventing said current, l Air , from entering said matter.
  • natural period or natural frequency and forced damped oscillator is preferably according to Melrose and McPhedran 1 , pp 106-110, Bleaney 8 , pp 171 and Jonsson 14 , pp 30-36.
  • the inventor emphasizes that some methods, i.e. the methods which extinguish the periods 24/3-2" hour, are harmful and must be restricted to areas concealed to animals, including humans.

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Abstract

La présente invention concerne un procédé permettant d'inactiver et/ou de tuer des microbes et des agents pathogènes, l'absorption d'énergie électromagnétique par lesdits microbes et lesdits agents pathogènes à leur période naturelle étant interrompue.
PCT/SE2010/050350 2010-03-30 2010-03-30 Procédés permettant d'agir sur les microbes Ceased WO2011123000A1 (fr)

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Cited By (1)

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WO2013077779A1 (fr) * 2011-11-22 2013-05-30 Hans Giertz Procédé pour modifier l'énergie électromagnétique

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US5690692A (en) * 1995-10-11 1997-11-25 Regeneration Technology Bio-active frequency generator and method
EP0885628A2 (fr) * 1997-06-18 1998-12-23 Coufal Elektronik AG Appareil de biorésonance électronique
US20030028070A1 (en) * 1997-12-08 2003-02-06 Jacobson Jerry I. Method and apparatus for electromagnetically restructuring ingestible substances for organismic consumption
WO2004101003A1 (fr) * 2003-05-14 2004-11-25 Rolf Leeser Procede de suppression de micro-organismes
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US5690692A (en) * 1995-10-11 1997-11-25 Regeneration Technology Bio-active frequency generator and method
DE19547309A1 (de) * 1995-10-18 1997-04-24 Regumed Regulative Medizintech Vorrichtung zur Anwendung bei der elektromagnetischen Resonanztherapie
EP0885628A2 (fr) * 1997-06-18 1998-12-23 Coufal Elektronik AG Appareil de biorésonance électronique
US20030028070A1 (en) * 1997-12-08 2003-02-06 Jacobson Jerry I. Method and apparatus for electromagnetically restructuring ingestible substances for organismic consumption
WO2004101003A1 (fr) * 2003-05-14 2004-11-25 Rolf Leeser Procede de suppression de micro-organismes
WO2010042005A1 (fr) * 2008-10-08 2010-04-15 Hans Giertz Procédés et appareil pour créer de la résonance dans l'eau et pour éliminer la résonance des bactéries

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Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
WO2013077779A1 (fr) * 2011-11-22 2013-05-30 Hans Giertz Procédé pour modifier l'énergie électromagnétique

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