METHOD FOR ELECTROMAGNETICALLY RESTRUCTURING WATER FOR CONSUMPTION

Abstract: The present invention relates to beneficially restructuring water for the benefit of organisms. In an embodiment of a method of the present invention electromagnetic energy is applied to water for the purpose of altering its structure so that when the water is ingested by, or applied to, various organisms the organisms are beneficially effected. Water that has been subjected to treatment according to the methods of the present invention is softer, more quickly absorbed and has improved solvency properties. Also disclosed are systems utilizing a method of the present invention.

Description: METHOD FOR ELECTROMAGNEΗCALLY RESTRUCTURING WATER FOR CONSUMPΗON TECHNICAL FIELD This invention relates to applying electromagnetic energy to water in order to beneficially restructure water for consumption by organisms. More particularly, water is subjected to specific electromagnetic flux densities and frequencies of electromagnetic radiation in order to beneficially restructure the water and its contents. BACKGROUND OF THE INVENTION In order to treat disease, organisms have previously been subjected to electromagnetic fields of various types, and a number of procedures involving the use of magnetic fields to treat disease have been described in various references. For example, U.S. Patent No. 4,323,056 discloses numerous prior art patents and publications describing the use of electromagnetic materials and electromagnetic fields, e.g., lasers, microwaves and radio frequency ("RF") induced magnetic fields, in the therapeutic treatment of mammals suffering from various disease conditions. These patents and publications typically teach ingestion of magnetic materials, for example, iron oxide, in patients in conjunction with the application of a magnetic force. Ferromagnetic particles become heated as a result of the coupling thereof to the magnetic field through their dielectric and hysteresis loss, the induced heating constituting the therapeutic properties of this form of treatment. It is believed that these prior art processes were not successful for a number of reasons. The magnetic form of iron oxide is insoluble in body fluids and in substantial concentrations may be toxic to, or rejected by, the body. In addition, in many instances the amount of heat generated by these particles was excessive and substantial unwanted injury to tissue was experienced. Devices for applying electromagnetic energy to living tissue are also disclosed, for example, in U.S. Patent Nos. 2,099,51 1, to Caesar; 2,103,440, to Weissenberg; and 781,448 to Mclntyre. Caesar teaches applying an alternating magnetic field to a localized area, and it is also believed to rely primarily on localized heating (diathermy). Weissenberg teaches application of a low level field, and Mclntyre teaches means ostensibly applying a homogeneous field to the whole body of a plant or animal, for therapeutic reasons. These patents demonstrate the interest in application of electromagnetic energy to plants and animals for therapeutic reasons, but do not teach any particular means for determining a field strength or frequency that will have any particular beneficial effects. In connection with accelerating healing of traumatic injuries, U.S. Patents No. 4,611,599 and 4,576,172, both to Bentall, U.S. Patent No. 3,890,953 to Kraus et al., and U.S. Patent No. 3,738,369 to Adams et al., induce particular fields for purposes of promoting growth of damaged tissue. The prior art includes a wide range of field strengths and frequencies, Bentall teaching RF frequencies and Kraus teaching power line frequencies. In addition, U.S. Patent Number 5,269,746, to Jacobson, the present inventor, teaches a method of therapeutically treating epilepsy and Parkinson's disease which comprises subjecting mammals suffering from these diseases to an alternating magnetic field having flux density and a frequency calculated as a function of the mass of the oncogene, target gene, messenger RNA, protein, enzyme and/or hormone. This calculation equates the energy of a current electromagnetically induced in the mammal with the gravitational energy of the target genetic material, such that a dual resonance is achieved. Although these references may disclose certain beneficial effects of electromagnetism on organisms, they do not disclose a process whereby water itself is treated with electromagnetism in order to beneficially restructure the water. Methods and devices for beneficially restructuring water are therefore needed, and are provided by the present invention. SUMMARY OF THE INVENTION None of the references discussed above have disclosed the advantages that can be obtained by applying electromagnetic energy directly to water for the purpose of altering its structure so that when the water is ingested by, or applied to, various organisms, the organisms are beneficially affected. According to the present invention, means are provided for calculating the flux densities and frequencies appropriate for restructuring water and its contents, by tailoring the flux density and frequency applied to the water for a given purpose. After determining the correct flux density and frequency to be applied to 5 water for a particular application, a homogeneous electromagnetic field is applied to the water at the prescribed levels thereby inducing changes in the physical properties of the water. Water which has been subjected to Jacobson Resonance (also referred to as "restructured", "resonated" or "organized" water) is softer, more quickly absorbed and has 10 improved solvency properties; i.e., it is able to resonate with more soluble matter. Therefore, restructured water will improve the health of humans and animals through resonance derived of improved organization. The restructured water will enhance the growth of fruits, vegetables, and plants in general. Magnetization of water solvents will improve the detergent capability of organisms by improving reactivity and capacity for 15 interactivity with more soluble matter. The beneficial properties of organized water will therefore be seen when the water is utilized for bathing, cooking, cleaning, drinking, agriculture, medicine, veterinary medicine, cosmetics, and other applications. The present invention, therefore provides for electromagnetic treatment of water, more preferably natural or spring water, with Jacobson Resonance in order to render the »0 water more conducive to organismic life by restructuring and clustering molecules within the water, thereby increasing the absorption rates, biological coherence, and cooperativity of the water to the solute within the water. The present invention generally includes subjecting water to alternating and steady magnetic fields having flux densities ranging from 10 "5 gauss to 10 "21 gauss, and frequencies ranging from direct current ("DC" or 0 hertz) 15 to 300 hertz. These magnetic fields recrystallize water molecules, particularly those water molecules with trace metals critical to the regulation of genetic information transfer. The invention may utilize various protocols in order to mechanically vibrate other targets. The present invention also provides an apparatus for applying magnetic fields of the type described above to water. The apparatus, referred to as the "Jacobson Resonator" or . 0 the "Resonator", is comprised of a signal generator, attenuator unit, a set of simplified Helmholtz coils, and an application device on which the water to be treated is placed. BRIEF DESCRIPTION OF THE DRAWINGS Figure 1 shows a water molecule's angular structure. Figure 2 shows water states in living systems. Figure 3 shows the dynamic solution of the tessellation by regular pentagons: α β and δ are possible distortions of the five fold symmetry, thus becoming non-regular units. With δ the five fold symmetry is kept. Figure 4 shows the proper tessellation on the plain sheet by non-regular pentagons. Figure 5 shows the peculiar structure of water as a quasi-crystalline polymeric structure: wherein the molecules are permanent dipoles which join labily creating a network of hydrogen bonds . Figure 6 illustrates that a water molecule joins another four forming a constantly changing short lived polymeric highly cooperative structure. Additionally, it shows that polarity makes water molecules cluster around ions. Polar molecules are therefore also hydrophile and hydrosoluble. Figure 7 illustrates hydrophobic interactions linking molecules. Figure 8 illustrates a solenoidal system magnetizing water molecules, preparing the structured water for human consumption. Figure 9 is a diagram of the effect of the field on the motion of water. Figure 10 is a perspective view of the support stand and application device of the Jacobson resonator. Figure 11 is a schematic of the basic circuit of the Jacobson resonator. DETAILED DISCUSSION OF THE INVENTION The method of the present invention provides for electromagnetic treatment of water, with Jacobson Resonance in order to render the water more conducive to organismic life by restructuring and clustering molecules within the water, thereby increasing the absorption rates, biological coherence, and cooperativity of the water to the solute within the water. The method generally includes resonation of water at various flux densities and frequencies depending upon the use which will subsequently be made of the resonated water. After resonation, the water is thereafter applied to, or consumed by, organisms to treat disease and promote health of animal organisms and is also beneficial in enhancing the growth of plants, particularly fruits and vegetables. According to the present invention, water is subjected to alternating and steady magnetic fields having flux densities ranging from 10 "5 gauss to 10 "21 gauss, and frequencies ranging from direct current ("DC" or 0 hertz) to 300 hertz. These magnetic fields 5 recrystallize water molecules, particularly those water molecules with trace metals critical to the regulation of genetic information transfer. The invention may utilize various protocols in order to mechanically vibrate targets such as whole viruses, parts of viruses (such as the gpl20 envelope of HIV which juts into a CD4 receptor site of T-4 lymphocytes), bacterium, fungi, and other pathogens and foreign bodies. The method of the 0 present invention impinges certain resonant frequencies upon water molecules which will be restructured and will send electromagnetic messages to macromolecules like enzymes which then change their vibrational states. The size of the seed, plant, fetus, animal and adult to which the restructured water to be applied or which is to consume the restructured water, changes the requirements for the signal at which the water is resonated. After water 5 is restructured, the restructuring water is subsequently supplied to an organismic system for which the water was prepared. An organismic system may be generally described as an aqueous solution in which water is mostly well ordered, nearly crystalline (or semi-crystalline). A polarized multilayer of water was described which can be considered to be in a quasi-crystalline state. :0 Relative order formed "dilute salted water" in the system has entirely different mechanical, chemical, physical behaviors than the normal aqueous solutions. The important role in the living systems of "ordered water" was pointed out in the mid- 1960 's and was later proved. At first, it was suggested that ordered water was as much as 50% of the total amount of water in living bodies, but systematic investigations approximated more ordered water !5 than was expected before. One expert, for example, has suggested that at least 95% of the cell water is bonded to fully extended proteins. In other organismic systems, 75% of the cell water was found to be bonded to fully extended proteins. Current theories teach the conventional membrane-pump model of interaction between water and cells. Pursuant to this model, the bulk of the cell water is normal liquid .0 water, and there is little or no interaction between the bulk-phase water and cell macromolecules. It is believed that this theory is incorrect. The more accurate theory is the association-induction model proposed by Dr. G. Ling, in which the bulk-phase water in living cells exists as polarized multilayers, interacting strongly and pervasively with intracellular macromolecules; i.e., extended proteins. Of course, it is expected that a more refined polarized-multilayer theory may be developed because there is still a lack of quantitative knowledge about the structural properties of the water molecule (e.g.; the radial distribution function and the space-time correlation function). Dr. Ling's association induction hypothesis is not yet sufficiently detailed to permit a calculation of the Nuclear Magnetic Resonance ("NMR") relaxation times, as well as diffusive properties of cellular water. However, there is sufficient data about the diffusive motion of water molecules in biological systems to make two general qualitative statements: (1) within a cell, the amount of water experiencing reduced diffusive motion is substantial; and (2) the rotational motion of the majority of water molecules in a cell is reduced significantly from that of ordinary water. These principles are consistent with the present invention which is based on the interaction between water and solids within the organismic system which is treated by the restructured water. By beneficially restructuring the water that is supplied to the organismic system, the organismic system is beneficially affected. It should be evident, therefore, that the present invention takes advantage of the physical properties of water as a solvent which are subject to change when macromolecular structure and/or motion is altered. These changes arise from intrinsic reorientations of biomolecular systems which are secondary to underpinning electromagnetic dispositional states and extrinsic changes in electromagnetic fields. The relationship of matter contained in the cells and the electromagnetic field to which the water is subjected is called superradiance. Biological systems are held together by long range forces, namely electromagnetic forces in the ground state, i.e., the minimum energy configuration. Coulomb forces are short range forces and cannot account for the order of biosystems. Therefore, static forces acting at short distances are key-lock in type, and cannot account for the property of rigidity in matter, or account for communications in biological matter. Body interactions are therefore not just the sum of the number of body interactions. Photons are emitted or absorbed during transition of energy states of atoms. When there are many particles in the unit volume super-radiance is the quantum result without any classical analog. Spontaneous fluctuations in atoms induce force fluctuations in other atoms which refer to phase coherence in the ground state. Photons are a commonwealth and cannot be traced back to any particular atom. Rather, photons are convicted and energy is lost. Although photon frequency decreases, photon momentum is unchanged. Photons are thus not radiated. Fields beyond a density threshold are trapped in biological matter. Photons with definite oscillations are shared among many particles. Thus, all the particles are compelled to oscillate according to the phase of the photons. The foregoing occurs as the particles of a gas move closer together. The sides of coherence domains are the wavelengths of photons. According to the formulas: f decreases as / increases, that is the photons are shared by greater numbers of particles. Momentum remains the same. Energy is therefore given off as the electromagnetic field assumes a minimum energy configuration, and the photons serve as glue for the condensed system. When the biosystem changes, photons are emitted resulting, for example, in bioluminescence. The gain of energy is proportional to density. Particles stop collapsing only when they meet the repulsive hard core forces i.e., the impenetrability of matter. The only task of this field is to keep the particles in phase without producing any work. Thus, the second principle of thermodynamics is not violated and spontaneous creation of order in the ground state occurs. Congruent and coherent oscillatory trajectories or vibrational states whether rotational and/or translational are shared by aggregations, groups, strings, or clusters of molecules e.g., water which produce the ordering and cooperativity of systems. The earth rotates at approximately 1000 mi/hour and orbits the sun at 18.5 mi/sec and moves through the local star cluster toward the bright star Vega with the solar system at about 12mi/sec. The local cluster of stars takes part in the rotation about the center of our galaxy at an average speed of 200 miles per second. Similarly, groups, collections, strings or polarized layers of water molecules maintain numerous frequencies of vibrational modes and relative motions simultaneously. Likewise, resonating water molecules with a variety of magnetic flux densities and frequencies will engender vibrational patterns or periodicity or clusters in sets or clusters of molecules that can be retained for some time only to interact with macromolecular complexes once ingested into a biological system as the solvent relates and communicates with solute particles thus inducing phase coherence and adjustments of electrophysiological states and biochemistry. The force between particles in a liquid or solid (condensed matter) depends upon how many particles share a common phase. Because it represents an atypical coherence domain in water, the force between particles is directly proportional to the number of molecules as compared to the force in vacuo, where there is only a small force between a small number of molecules. In vacuo, the dominant force is the static force, and in condensed systems the dominant force is the radiated force. Moving from the gaseous state to the liquid state the density of water is 1600 times greater, thus increasing the force between molecules accordingly. In renormalizing frequency electromagnetic field is trapped in the ground state while (mv) remains the same. When momentum (mv) is renormalized the trapped light will come out e.g., bioluminescence. Light will be emitted by biosytems (e.g. sono- luminescence) when sound waves are produced in the system. From the antinode of the stationary wave light is emitted. The frequency of the emitted light depends upon the liquid. Each liquid has its own frequency. Biosystems have many frequencies contained by the solvent. Collapsing bubbles affect temperature (a diabatic compression) in applying van der Waals equation, p molecules are excited and light is emitted. Yet, carbonation is not the only explanation of sonoluminesence. Thousands of particles firing their photons synchronously into a short time interval in coherence domains accounts for light being emitted from a pressure wave, i.e., sound. Trapped light of superradiance is explicable through an understanding of aggregations of molecules maintaining phase coherence. Various frequencies in water with multi-polarized layers refer to collective processes. In liquids it is the electrons which move coherently. Electrons compel nuclei to stay at fixed distances, but not a fixed place in water. Solids appear when we get superradiance of nuclei. Consider for example, two foreign molecules A and B entering into water from outside the system. In the spectra of A and B, there are frequencies WA and WB which are equal and equal to the common superradiance of water (renormalized frequency). Since the field depends upon frequency and since these molecules contain the code of recognition of frequency these molecules are not distinguishable from water. Frequency is the natural language of the molecules. The two body attraction is magnified by the larger number of particles as the water attraction. The attraction between A and B while in water is highly magnified. When a third molecule C is introduced into the water which is unable to co- resonate with water, C does not have in its own spectrum or frequency propensity for recognition of the pattern. A and B will interact strongly while in water and not C. The chemical pattern in this way is governed by the superradiant behavior of the solvent, which is able through this mechanism to select interacting molecules on the basis of pattern recognition which is the code of frequency. Consider, however, 3 molecules A, B and C, each one having 2 possible frequencies in their spectra. If that water has now 2 superradiances and WA=WB, A and B will interact strongly and not C. Without touching A, B and C the superradiance of water can change for example, if in this case, the equality changes between B and C and not A then WB=WC. Thus, the chemistry would suddenly change. B and C would attract strongly, and A would not attract. In this example, A, B and C did not change at all. Rather, the water changed. Since we can affect the properties of the solvent without touching the solute we can dramatically change the chemistry of the solute just by changing the frequency at which super-radiance could occur. In biosystems we have ordered patterns of reactions and we can regulate these reactions by restructuring water with magnetic signals having physiologic amplitudes and frequencies for water, the selection at each given time of which molecules will interact strongly controls cooperating of systems. When there is disease the order of biochemical maturity is altered. It is possible to reorder the pattern by introducing resonated water with codes for frequencies to restore the proper biochemistry to the biosystem. Or, in the case of giving resonated water to plants we may regulate the various processes that regulate growth and repair. Furthermore, in this manner of giving resonated or restructured water to biosystems we may even regulate genetic information transfer as well as the susceptibility of an organism to foreign interaction, e.g., alter the immune responses. When biological systems are poisoned, cavities increase and more light is lost. In order to understand the present invention, one may envision a living system as an aggregation of atoms which share ubiquitous photons (quanta of light) which serve as the "glue of matter". These photons are bound in the ground state where they will remain due to the long range force of matter. Since living systems are composed of coherent charged states and cooperative systems, restructuring the solvent, namely the water, in the living systems changes the molecular vibrational frequencies of the living system itself. It is possible to regulate the structure of water and thereby induce critical molecules like genes, enzymes, neurotransmitters, antibodies and hormones to restructure by changing the spin angular momenta of electrons and protons with externally sourced picotesla range, physiologic fields. When pathophysiological states occur, there are biophotonic emissions, or the release of the radiant quanta which regulated coherence and communications. If water within cells and in tissues is organized, then the organization of water is sensitive to the physiological and pathophysiological states of cells and tissues. When water is treated with electromagnetic fields corresponding to normal magnetic profiles in humans, animals and plants and ingested by these systems, there occurs systemic reorganization of superradiances: frequencies of vibrational modes through which constituents communicate to improve total function of the living system. Therefore, the consumed water affects the solutes which it comes into contact with and vice versa. The affect is therefore multidirectional ~ water affecting solids and solids affecting the water. Additionally, human tissue is piezoelectric, that is mechanical vibrations are converted into electromagnetic oscillations and vice versa. Therefore, vibrational modalities of molecules of water, as well as macromolecular systems, will enhance mutual coherence domains so all the constituents of the system will be correlated as they come into contact with each other. Consumption of organized or coherent water molecules will reorganize the particles of the solute (critical molecules) to produce increase in coherence domains, improved communications between the various atomic constituents of living systems and improve health. Consumption of electromagnetically treated water therefore improves health as these water molecules take their places as solvent in the living systems. The living process involves the gradual loss of the electron energy of incoming compounds (nutriments, foods) by a multi-step oxidation having very little energy changes in a single step. The typical metabolic energy-step is in the range of the hydrogen-bridge bond. Consequently, it is possible to rearrange the water structure. Water is an excellent solvent, a catalyst for many chemical reactions, a good storehouse for both heat and cold, and a poor electrical conductor when pure. The unique properties of water are based on its unusual structure and on the polarity of its molecule. 5 Adding ions to water as trace metals adds to the capacity for reactivity. The water molecule's angular structure is shown in Figure 1. The hydrogen atoms are about 1 angstrom unit away from the oxygen atom, bound to it by covalent bonds. Each covalent bond is due to the mutual sharing of a pair of electrons between each hydrogen and the oxygen. However, the sharing is unequal because an oxygen atom is considerably more 10 electronegative than a hydrogen atom. The oxygen atom is able to pull both electron pairs much closer to it. The oxygen has a partial positive charge. Although the water molecule as a whole is electrically neutral, it is highly polar: that is, it has a negatively charged pole (at the oxygen atom) and a positively charge pole (centered between the hydrogens). The polarity results from the bent shape of the molecule and the distribution of electrical charges 5 within it. Figure 2 represents water states in living systems. It also shows geometrical frustration in three dimensions, where (a) breathing like, and (b) tilting like, changes the icosahedral cluster. Note that we may change the physical properties, for example the dielectric constant, of a material; e.g., water, without changing the composition (only the 20 microscopic ordering) of the medium itself. Figure 3 shows the dynamic solution of the tessellation by regular pentagons: oc β and γ are possible distortions of the five-fold symmetry, thus becoming non-regular units. With γ the regular five-fold symmetry is kept; the geometric frustration causes the units to vibrate (if these units are composed of water, the hydrogen bridges will vibrate). !5 Figure 4 shows the proper tessellation on the plain sheet by non-regular pentagons. Ordered states of water reveal coherence in the domains of the quantum world as subatomic particles move in relative translational and rotation modes which are dependent upon the elementary electrical charges which comprise the electromagnetic field - matter. The solid and aqueous phases of the cytoplasm are the meeting point between ■0 biochemistry and biophysics. Water, which includes free water in the cytoplasm, has a peculiar structure, a quasi-crystalline polymeric structure: all its molecules are permanent dipoles which join labily creating a network of hydrogen bonds. Figures 5 and 6 shows that at 37°C every water molecule joins another four forming a constantly changing short lived polymeric highly cooperative structure. Although hydrogen bonds continuously form and disrupt, they give the 'water polymer' a high level of cohesion, which in turn displays certain characteristics - such as high surface tension, high specific heat, and high vaporization heat. Water has a high dielectric constant ( E - 80 at 20° C) which is correlated to the refraction index and to a high absorption of infrared and microwaves. In ice, which is highly structured water, the dielectric constant is extremely low (E =5). Water is a statistic assembly of five types of molecules which form 0, 1, 2, 3, or 4 hydrogen bonds per molecule. In this model the hydrogen bonds form and then disrupt and bending must be considered. Theories on the structure of water postulate the existence of molecular clusters or aggregates. This hypothesis is consistent with the dielectric behavior, which is property pertaining to molecular clusters rather than to single molecules. H 2 0 molecules connected by hydrogen bonds aggregate in clusters which have an extremely short mean life (10 "10 - 10 "11 sec). Polarity makes water molecules cluster around ions (Na + and CF) and other polar molecules (-COOH) and establish hydrogen bonds with them. Polar molecules are therefore also hydrophile and hydrosoluble (Fig. 6). Apolar molecules break the network of hydrogen bonds, they are hydrophobic and insoluble. They tend to isolate themselves from surrounding water by forming hydrophobic interactions which play a very important functional role. As well as reacting with ionizing radiation (forming radicals and peroxides), water interacts with non ionizing radiation to produce various conformational changes which are determined by charge distribution, motions of aggregations of clusters of water molecules through space and time, and coherent communications between water and its contained ponderable bodies. Water forces the hydrophobic groups to aggregate or cluster to minimize the disruptive effect they could have on the H bond network. When hydrophobic groups associate like this, it is often said they are aggregated by "hydrophobic bonds". As seen in Figure 7, hydrophobic interactions can link molecules (hydrophobic bond). Two or more hydrophobic groups tend to isolate from surrounding water with its polymeric like structure. This mechanism is the possible cause of enzyme-enzyme and enzyme-filament interactions in the sheet of structured water adjacent to the solid state 5 protein structures. The traditional interpretation whereby intracellular water was seen to have the same characteristics as free water has been reviewed: several experiments prove that a large fraction of intracellular water has properties which differ from those of the pure liquid. Biophysically cytoplasm is considered a gel, consisting of a rich dynamic network of 10 interconnected filaments that give the cytoplasm that stiffness and elasticity without hindering its fluid character. The relationship between the filament structures of the cytoplasm and water have been studied. We see the cytoskeleton as a solid state dynamic reticulum with a very vast 15 surface, estimated at about 70-90 billion sqnm per cell. Clegg was able to prove experimentally while using several techniques that the water surrounding the cytoskeleton is ordered; that is aligned with polar links on the surface of the proteins. Consequently this means that each cell has a very thin layer of ordered water extending over at least 3 nm from the billions sqnm of solid state surfaces. »0 We believe through a dipolar mechanism this water can be coupled to the coherent dynamics of the protein solid state, protecting it from thermal dissipation and thus creating favorable conditions for the protein filaments to carry signals. Biophysicists currently view hyaloplasm (that is MT reticulum + water) as a highly ordered and structurally coherent reticulum of dynamic protein polymers which is closely !5 connected to ordered water through a vast surface; it has a lower level of entropy and a lower dielectric constant compared to the free water far from the reticulum surface. The biological importance of the juxtafilament structured water becomes apparent when considering the well based hypothesis that all metabolic activities take place on the surface or near the surface of cell ultrastructures, because this means that enzymes operate 0 in a microenvironment which is different from a diluted aqueous solution. Of the relaxation processes of excited atoms and molecules one must consider fluorescence, or radiative relaxation, which is quick de-excitation with emission of a photon whose energy is less than that of the incident radiation. Excited molecules can relax by means of a chemical reaction with other excited or non-excited molecules, yielding free radicals, biradicals or stable molecular products. Excited molecules can transfer their excitation energy to other molecules through non-radiative processes (excitons, conformational variations) as well. They can also de-excite in a non-radiative mode by internal conversion of excitation energy into mechanical or vibrational energy which is our goal in utilization of physiologic magnetic fields i.e., the production of stable, balance and homostatic products and processes. Living systems must be regarded as a unit, since their properties cannot be additively composed from the properties of its parts, and it is not possible to divide living systems into parts carrying the properties of the system. The living reactions are special processes which are cooperative, collective phenomenon expanded over the whole living unit (protein, cell, etc.) depending on the level of the interaction. The cooperativity in the living state is the essence of the phenomenon. Some synchronized effects characterize life (for example, the growth or the dividing of cells) which have to have a general controller in the system. Some cooperative mechanisms have been ascribed to the living state, e.g., chemical, solid-state electronic and ionic transfer, as well as fractional charge-transfer. These phenomenon have succeeded in explaining different special proteins (e.g., enzymes) or whole cells. As another example, ionic concentration (pK) has also been introduced governing and explaining the collectivity of some special process. The first suggestion of a solid-state type electronic process in living systems as one of the possible collectivity in proteins and DNA was made by Szent-Gorgyi in 1941. An early calculation strongly suggested the existence of a conduction band in proteins. This was later proven experimentally by observing a semi-conductive behavior with a forbidden gap of 2-3 eV. The measured conductivity in wet proteins (there is no effect in dry proteins) supports this conclusion. The protocol which the water (or other material to be realigned for ingestion into the body of a human, or, abrasion to the body of a human such as a material; e.g., cotton) must be exposed to electromagnetically is determined by the physiologic nature of the signal. That is, the field impinged upon the water molecule, trace metal, foreign body; e.g., virus, clothing material, cosmic construction block, etc., should be that field which the target element in vivo must experience to maintain order, coherence, cooperativity and coherent oscillatory trajectories of particulate matter composing the body thereto. The electromagnetic field, focusing upon the magnetic component of the signal may be created by a solenoid, helmholtz coil, plates, free flowing electrical current magnetic components, poloidal magnets, toroidal coils and any other means of producing a homogeneous, isotropic magnetic field to therein induce changes in spin angular momenta of leptons and baryons, thus causing changing magnetic moments, and crystalline restructuring. Since the atoms are spinning permanent magnets, they are susceptible to reorientation by extrinsically sourced magnetic forces. Solenoids and helmholtz coils, plates, poloidal magnets, toroids, free electrical currents all may produce the appropriate EM signals. A solenoidal exposure system or a helmholtz coil exposure system is acceptable to produce a homogeneous isotropic magnetic field to therein rearrange the water molecule itself; i.e., the particles that comprise the atoms that make water may themselves participate in changing charge densities and cooperativity between changing systems or kinetic systems such as our universe. Figure 8, for example, shows a solenoidal system magnetizing water molecules, preparing the structured water for human consumption. The levels of magnetization are provided in Tables 1, 2 and 3 below. The Jacobson Resonator, described in detail below, produces such an electromagnetic field, and it is preferred to use the Jacobson Resonator to create and control the electromagnetic fields to which the water is subjected. TABLE 1: Critical molecules used in calculating the amplitude and frequency or desired magnetic field. Critical Molecules Intensity, B Freq., F Length, L* Velocity, V* (Gauss) (Hz) (cm) (cm/s) 1 Spectrin, Brain Specific Fodrin 1.0 x lO- 5 0.15 ML SS 2 Neurofilaments, L-70kb, 2.5 x 10 "6 71.0 ML EO Hemoglobin, MAP-70kd 3 Interferon, Leukotrines, Platelet 1.3 x lO "6 36.0 ML EO Derived Growth Factor (PDGF) 4 Nerve Growth Factor (NGF), 9.97 x lO '7 27.9 ML EO Kinesine 5 Motor Proteins 9.0 x lO "7 25.2 ML SC 6 Microtubule Associated Protein 8.25 x lO "7 23.0 ML SC (MAP) 2a, 2b 7 Melatonin, Calmodulin, Spectrin, 7.0 x lO -7 19.0 ML SC Brain Specific Fodrin 8 IgE 6.2 x lO "7 17.4 ML SC 9 Neurofilaments, Calmodulin 5.7 x 10 "7 16.0 ML EO 10 IgG, Epinephrine 4.6 x lO "7 12.8 ML ER 11 Tubulin αβ dimer 3.4 x lO "7 3.6 ML SC 12 IgM (900KD), Dopamine, 2.7 x lo -7 7.6 ML SC Norepinephrine, Homeoboxes 13 Neurofilaments L-70KD 2.1 x l O -7 5.6 ML SC 14 MAP, G-actin, Calcium ion, 1.75 x l O "7 5.4 ML SC Microtubule, Tubulin globular monomer 15 Potassium, Bone Growth Factor 1.5 x lO "7 4.1 ML SC (BGF) 16 GAP, Homeoboxes, Iron 1.26 x lO "7 3.5 ML ER 17 Serotonin, Interferon, Platelet 9.0 x 10- s 2.5 ML SC Derived Growth Factor (PDGF) 18 NGF 7.5 x lo -8 2.1 ML SC 19 Calmodulin, Profilin 5.0 x lO '8 1.4 ML SC 20 ATP 3.4 x lO '8 0.952 ML SS 21 Epinephrine, Serotonin 3.4 x lO "8 0.952 HL SS Table 1 : Magnetic field intensities (B) calculated from Eqn (1), and frequency (f) from Eqn (2) using the mass (m) of critically important molecules (total of 14 settings). Note B- and f- values with were calculated by the use of length (1) mice ML, and four different velocities (v): They are: EO earth orbital velocity, ER earth rotational velocity, SS solar system velocity, and SC local star velocity. # In calculating the magnetic field intensities and frequencies from Equation (1), four different velocities were used. They are Earth Orbital (EO), Solar system (SS), Earth Rotation (ER), Local Star Cluster (SC). * A11 of the B- and f- values were calculated using length of mice (ML), except for enpinephrine and serotonin, which was calculated from the length of human (HL). TABLE 2 Critical Molecules Intensity, B Freq., F Length, L* Velocity, V* (Gauss) (Hz) (cm) (cm/s) Motor protein 9 x l 0 '7 25.2 ML SC IgE 0.2 x l O "7 17.4 ML SC Neurofilaments 2.1 x 10- 7 5.6 ML SC NGF 7.5 x lO -8 2.1 ML SC Calmodulin, Profilin 5 x 10 -8 1.4 ML SC ATP 3.4 x 10 "8 0.952 ML SS Epinephrine, Serotonin 3.4 x lO -8 0.952 ML SS Additional magnetic field intensities (B) calculated from Equation (1), and frequency (f) from Eqn (2) using mass (m) of critically important molecules (total of 20 settings when these 8 are added to 14 settings in Table 1). Note these B- and f-values were calculated with the use of length (1) of mice ML, length (height) of human HL, and two different velocities: They are: SC local star cluster velocity and SS solar system velocity. TABLE 3 Table For Humans (Length = 1.7 x 10 2 cm) Inertial 3.22 x lO 7 cm/s star cluster (SC) Velocities: 2.98 x lO 6 cm/s earth orbital (EO) 4.642 x lO 4 cm/s rotational earth (ER) 01/15775 21 The (L) length used is 5'8" average human length. This table is used to calculate the appropriate signed parameters for water to treat any condition dependent upon critical molecules of specific molecular weights in accordance with earth orbital velocity, earth's rotational velocity and the star cluster velocity we are in which circles the center of the Milky Way Galaxy. Applying the principles above, the present invention provides a method which imposes an electromagnetic field upon water and liquid suspensions in the water. The most beneficial flux densities and frequencies may be determined empirically by experimentation. However, more preferably, a flux density and frequency may be calculated using the formula mc 2 = Bvlq. In this formula, "m" equals a mass of one of a plurality of targets, e.g., water molecules; "c" equals the speed of light; "v" equals the inertial velocity of the target mass, "1" equals length of the conductive system; and "q" equals unity of charge. Using this equation, it is possible to determine a magnetic flux density (B). The flux density and frequency is then applied to a quantity of water for a given period of time. After the water has been restructured, it may be applied to an organism or the water may be subjected to any number of additional magnetic fields based on different targets before the water is applied to the organism. Or, the water may be applied to usage in a cosmetic, construction building block. . . etc. 5 The target masses in biosystems include masses such as oncogenes, homeotic genes, enzymes, hormones, peptide hormone trophic factors, cytokines, interleukins, GAP proteins and centrioles. Additionally, masses of regulatory nature, such as interferon, enzymes and viruses, may also be targeted, as may trace metals such as Ca", Na + , Mg 4"4" , K + , Zn + , Cu", Fe" and Li'. 10 The examples below provide calculations for determining the necessary flux density and frequencies necessary to beneficially restructuring water for specific applications. Example 1 provides the calculations and resulting flux densities and frequencies for cleansing the water molecule and leaving the water molecule in an improved state of health and harmony. 15 EXAMPLE 1 mc 2 = BvLq m = mass of water molecules 18 daltons 18 x 1.67 x IO "24 g . (IDa) x 9 x IO 20 = (B) . 3 x IO 6 (earth orbital velocity) — 1.75 x IO 2 cm (human length) s 27.1 x 10 3 = (flux density) = B '.0 5.25 x 10 8 5.16 x IO "11 gauss = B for water molecules interacting with the earth's inertial velocity. ( q for electron ) /jr = 5.16 x 10 "11 . 2.79874 x IO 7 ~ q 2πm — 2ττm FJR = Jacobson Resonance = .001456 HZ = FREQUENCY 5.16 x 10 " " GAUSS = FLUX DENSITY !5 This frequency and flux density is particularly beneficial for treating water for consumption by humans. Example II shows the calculation of a frequency and flux density which is particularly beneficial for stabilizing water molecules which may be consumed in order to render human physiology in maximum function. EXAMPLE II 5.16 x 10 ' " gauss x 65 = flux density in consideration of earth rotational cm. velocity, about 4.5 x 10* ' or 1000 miles per hour. 3.38 x IO "9 gauss = B (for v = earth rotational) / = 3.38 x IO -9 . 2.79874 x IO 7 ™" 9 .095 Hertz 3.38 x IO "9 gauss Example III provides a resulting frequency and flux density which is particularly beneficial for stabilizing water molecules which may be consumed in order to render human physiology in maximum function. EXAMPLE III 5.16 x 10 " " = (B) for solar system velocity 13 B = 3.9 x lO "12 gauss /jr = 3.9 x l0 "1 x 2.79 x lO 7 1.09 x lO "4 HERTZ 3.9 x IO "12 GAUSS (B) and /jr for vibrating water molecules. EXAMPLE 4 (Calcium Resonance) 20 cm 2 (Ca ++ - 40.08 x 1.67 x IO '24 g x 9 x \0 A) 2 S atomic mass (1 Dalton) cm = B . 5.25 x 10 8 5.25 x \0 l — is3xl0 6 — xl.7 5 x lO 2 cm s s (EO) human earth orbital (L) velocity 602.7 x 10 ~4 = B 5.25 x 10 1.15 x IO "10 gauss /jr = 1.5 x 10 "10 gauss .760 coul/g 760 coul/g = -^- for Ca + 2πm = 8.74 x.10 "8 Hz (calcium) li x IO -10 gauss .1.5 x 10" coul / g B) fr q for P (B) (proton) 2πm proton ) = 1.725 xlO '6 Hz (proton) C) /jr = 1.15 x 10 "10 G .2.79 x IO 7 coul/9 (electron) 3.2 x 10 "3 = .0032 Hz Thus, when B = 1.15 x 10 "1U G, /jr may be 8.7 x 10 "8 Hz, 3 frequencies for 1.7 x 10 " ° Hz, or B = 1.15 x l0 "lϋ G .0032 Hz Now, consider the vector operator V (del) defined by „ . d . d , d V s i — +j — +k — (27) dχ <9γ δz Then if φ (χ, γ, z ) and A(χ, γ, z ) have continuous first partial derivatives in a region (a condition which is in many cases stronger than necessary, we can define the following: curl B = V x B = x (B,i + B 2 j + B 3 k) = 1 (29) SB, δB, δB _ B ∑ SB, dB, 1 + } + (30) \ d dz dz dχ ^ dχ dy J Note that in the expansion of the determinant, the operators d I dχ, d I d , d I dz must precede Bi, B 2 , B 3 . Jacobson Resonance states, using continuous functions: δB, δB, δB, δB, δB, δB, — . Jmc.dl 1 + J + (31) qv V δy dz δz dχ V δχ δγ The foregoing expression represents the equivalence of the intrinsic energy of a mass, and the interaction energy resulting from an interaction of a body and magnetic flux or magnetic field vectors. The present invention also provides a preferred apparatus for applying electromagnetic fields to water as described above. This device is referred to as "The Jacobson Resonator" or the "Resonator". The apparatus is comprised of a signal generator, an attenuator unit, a set of simplified Helmholtz coils, and an application device on which the water to be treated is placed. In order to minimize the distortions of the generated magnetic field, no ferrous metals are utilized in the construction of the coils, application device, and support stand. Some minimal amounts of ferrous metals are used in the construction of an actual embodiment of the Resonator. For example, referring to Figure 10, a bolt (121) on the swivel clamp (123), and the swivel wheels (125) were made of ferrous materials due to strength requirements and cost consideration. However, field uniformity was not significantly affected by this small amount of ferrous metal. The Jacobson Resonator uses a signal generator to produce a magnetic field. The signal generator produces a magnetic field of the desired amplitude and frequency. In a preferred embodiment, the signal generator is an HP 3325B signal generator manufactured by the Hewlett-Packard Company which is capable of producing signals varying in frequency from DC to approximately 20 Megahertz (Mhz) in square, sinusoidal, and triangle waveforms. The generator is also capable of generating amplitudes from 1 millivolt to 10 volts into a 50 ohm load termination. In order to maintain correct signal relationship, the signal generator should be terminated into a 50 ohm load termination during operation. Referring to Figure 11, (see diagram for clarity) the attenuator unit (1) uses the signal produced by the signal generator to drive the helmholtz coils. The circuitry is designed to provide impedance matching to the generator and selectable attenuation of the signal. The attenuation range is from 10 milli gauss to 1 atto gauss by combining the generator range and the attenuator selection ranges. The attenuator (1) has two switches (2), one rotary switch for milli (10 "3 ), micro (IO "6 ), and nano (IO "9 ) selections and one toggle switch (3) for inducing an additional micro (IO "6 ) level of attenuation to the above signal levels. This provides for a total of 10 '15 signal attenuation. All coils should never be connected directly to the signal generator, as magnetic fields in the gauss range are possible depending on the generator settings. As will be understood by those of ordinary skill in the art, the values of certain components depicted in Fig. 1 1 will vary, depending on the sizes of the coil. The magnetic fields are produced by simplified helmholtz coils. The coils may be 18 inches or 7 feet in diameter with a separation of 9 inches or 3.5 feet respectively. The smaller coils (1 17) are shown in Figure 10. These coils are preferably made of 5 turns of #37 gauge wire around an 18 inch disc made of laminated foam. Additionally, the discs have an epoxy coating, for additional strength, and a black gloss enamel finish. Coil interconnections are made via two pin friction fit connectors (127) for ease of mating. Still referring to Figure 10, the application device (115) provides the correct separation and mounting for the coils (117). The device is capable of 180° rotation and 90° pivoting. The application device also has an epoxy coating, for additional strength and rigidity, and a black gloss enamel finish. System interconnections are made via two pin friction fit connectors (119) for ease of mating. All connections are keyed to maintain correct polarity of the coils and the field. The support stand provides 360° rotation of the device with vertical and horizontal movement of approximately 3 feet and the ability to secure the device in any position. This provides extreme versatility in positioning and securing the device. In one embodiment, the support stand is fabricated from PVC with brass hardware for interconnecting the sub- assemblies. Using the Jacobson Resonator described above, it is believed that the following settings provide beneficial restructuring of water for application to humans. For Table 4, the Jacobson Resonator is using the "Microgauss" setting and various targets are listed in the first column. In column 2 of Table 3, the amplitude setting is listed which corresponds to a flux density produced by the resonator. The third and fourth columns, respectively, represent the frequencies e " and p' . frequency e " represents the corresponding Jacobson Resonance and ion cyclotron resonance frequency when q is the gyromagnetic ratio of the electron and frequency p + corresponds to of the proton, in the formula / ICR - JR = — — 2πm 2πm These tables can be used generally with other EM devices when converted into general terms. These settings are for the resonator but can be converted generally. For example, 10V = lOμG (microgauss) = 1 x IO "6 gauss or .7V = .7 x 10 "6 G = 7 x IO "7 gauss. TABLE 4 (Human Length (L) = = 1.7 x l0 2 cm.) Includes harmonics target Amplitude (volts) Frequency (e " ) Frequency (p l ) virus (whole) 10 V - 1 x 10 " * ' gauss 279.9 Hz .15 Hz 9 251 .135 8.8 246 .132 7 197 .1 Interferon 6.35 178 .095 Growth factors 5.15 144 .077 Enzymes 4.55 126 .067 Motor proteins 3.42 - 3.42 x IO "6 95.8 .0513 gauss calmodulin 2.83 78 .042 NGF 2.54 71 .038 kinesine .997 27.9 .015 Map .84 23.5 .0126 Spectrin brain specific fodrin .7 - 7 x IO "7 gauss 19.6 .01 yθ 01/15775 r»_ 1/U UU ^flHl 47 Includes harmonics target Amplitude (volts) Frequency (e " ) Frequency (p 1 ) neurofilaments .57 15.99 .0085 .457 12.8 .0069 .343 9.59 .0051 .33 9.24 .32 8.96 .31 8.68 Transforming DNA .3 8.4 (oncogenes) homeoboxes .274 7.677 .0041 hemoglobin .2 5.6 .003 .19467 5.448 .192 5.36 .0028 .175 4.9 .162 4.53 .00243 BGF, tubulin single rope .15 - 1.5 x lO "7 gauss 4.2 .0023 (homeobox) .137 3.84 .126 3.5 .0019 leukotrine .1 2.798 .0015 PDGF, interferon .09 2.52 .00135 .085 2.38 .00127 .081 2.27 NGF .078 2.1 .0667 2.01 .06 1.68 melatonin .05 1.4 calmodulin .04 1.12 (DNA repair .0005) hormones, epi .035 .976 .02 .56 .012 .336 In Table 5, the Jacobson resonator is placed in the "Nanogauss" setting TABLE 5 .316V = .316 x 1 x IO "9 gauss= 3.16 x 10 " '° gauss 10 V = 10 gauss .28 Hz 8.6 .24 7.8 .218 NGF (solar) 5.9 .16 3.5 x 10 "9 gauss .098 H20 2.99 .09 1.76 .021 Leukotrines 1.47 .041 1.195 .033 .895 .025 melatonin .667 .02 serotonin .4937 .0138 epi .431 .012 norepi .392 .011 dopamine .347 .097 histamine .316 .0885 3.16 x 10-'° gauss .0538 .0015 water .046 .001288 4.6 x 10 " " gauss 01/15775 49 In Table 6, the Jacobson Resonator is placed in the "Microgauss" setting. TABLE 6 Brain grouping .077 2.1 .076 2.13 .075 2.1 .074 2.072 .073 2.044 30-40 minutes .072 2.016 .071 1.988 .07 1.96 .069 1.932 .068 1.904 .0667 1.8667 .0661 1.864 .065 1.83 .064 1.8 Joint Pain Including Bone .2 5.6 .15 4.1 about .126 3.5 40 .09 2.5 minutes .078 2.1 .05 1.4 .034 .97 Headache .038 1.064 .034 .976 About .032 .896 40 .03 .84 minutes .028 .784 .025 .7 Table 7 list various protocols which have been developed using the Jacobson Resonator for beneficially restructuring water for application to humans to improve the health of the person treated with the restructured water. OSTEOARTHRITIS ROTULIANA (KNEES) 53 NEUROPATHY OF THE FOOT Amplitude Frequency Time Reducing tension in tissue .034 .952 5 .274 7.70 5 .033 .92 5 Once you go over 5 minutes, yov i are changing rhythms. .20 5.6 6 If pain is in the sole of metatarsa Is, need more # in .033 range. .032 .89 15 Does pain move from sole to hee 1? Use heel or bone #'s. .274 7.7 4-7 Is pain just in sole?. .033 9.8 8-10 TOTAL TIME: 44 min. PAIN IN FOOT - Plantar Fascitis, Neuropathy, Tarsal Tunnel Amplitude Frequency Time FOR SOFT STRUCTURES .031 .867 5-6 .03 .84 5-6 FOR HARD STRUCTURES .078 2.1 5 .126 3.5 5 .15 4.2 5 .457 12.8 4-5 If left too long, pain will increase .457 .0069 4-5 .57 15.99 4-5 If too much tension builds in soft tissue, use .0085 .7 19.6 or .01 3 .84 23.5 or .013 3 PAIN IN FOOT FROM PLANTAR FASCITIS, NEUROPATHY, TARSAL TUNNEL Amplitude Frequency Time *Best sequence for feet .033 .274 .032 .2 .031 .15 .03 .126 If needed .343 9.8 .033 .457 .032 .57 2-3 .7 2-3 .84 2-3 .033 Generally, it is better to move from low to high and keep going back and forth rather than to use big frequencies for too long. If you don't release the foot from big frequencies, you will increase the pain in the soft tissues. PARKINSON DISEASE PROTOCOL *If there is any pressure in the head, move to .033ug at .92 hz until the pressure subsides or disappears. TREAT SIDE TO SIDE Amplitude Frequency Time .077 2.17 3.50 .076 2.13 3.50 .075 2.10 3.50 .074 2.07 3.50 RFST FOR 20-^0 MTNTTTFS— TREAT FRONT TO BACK .075 2.10 3.5 .074 2.07 3.50 .073 2.04 3.50 .072 2.02 3.50 TOTAL TREATMENT TIME: 28 min. CEREBRAL PALSY PROTOCOL Amplitude Frequency Time .034 .952 or .976 10 *or 15 minutes UE and LE to decrease spasticity .033 .92 10 (not for brain exposure in small resonator but for focused field on limbs) .032 .9 10 Other number s are .457 12.8 1.5 } .343 9.6 1.5 } .274 7.7 1.5 } For large resonator for full body exposure .2 5.6 1.5 } .15 4.2 1.5 } .075 2.1 5.5 } TOTAL TREATMENT TIME: 43 min. Always end a .034 at .952 for 20 minutes to decrease rigidity and facilitate good sleeping. Watch carefully on head. If pressure wave develops, drop down to .075 from any number. If pressure persists, drop to .033 @ .92 for 5-10 minutes. Use .033 on head only when necessary (does not help cognition). Generally 10-12 minutes @ .075 on head is excellent. ALZHEIMER'S DISEASE PROTOCOL *If there is a pressure wave in the head, balance with .033ug at .92 hz or .032 at .89 hz until the pressure subsides or disappears. Amplitude Frequency Time .077 2.17 4 .076 2.13 4 .075 2.1 4 .074 2.07 4 RF<sT FOR 2f»-"*n 1VITWΪTTF Q .075 2.1 4 .074 2.07 4 .073 2.04 3 .072 2.02 3 ATTENTION DEFICIT DISORDER Amplitude Frequency Time SIDE TO SIDE .076 2.05 4 .075* 2.10 4 .074 2.0 4 REST 30 FRONT TO BACK .076 2.05 4 .075 2.10 4 .074 2.0 4 *MAJIC NUMBER FOR CALMING KIDS/TUNES IN NERVE GROWTH NUMBER. Some researchers use .075 @ 2 hz. ADDITIONAL HEADACHE SETTINGS Amplitude Frequency Time .038 1.064 setting is rarely used; for thick, heavy skull .034 .976 8-10 .033 .952 8-10 .032 .92 10-30 .031 .89 10 .03 .84 5-10 .028 .784 5-10 .025 .7 5-10 Migraine protocol Treat 30-40 minutes side to side then front to back *Most headaches go away at .031 at .87 Amplitude Frequency Time .034 .952 5-15 If pain decreases, leave longer at .034 0.033 .92 10-15 .032 .89 10 *.031 .87 10-15 If continues to subside, leave at .031 .03 .83 5 .029 .8 5 .028 .78 5 .027 .75 5 .026 .73 5 .025 .7 5 .024 .67 5 TOTAL TREATMENT TIME: 60+ UNMOTIVATED, LOST AND APATHETIC PROTOCOL Amplitude Frequency Time FRONT TO B^ CK .06 1.68 8 .05 1.4 8 .0428 1.2 8* great results for men .0464 1.3 8* great results for women SIDE TO SIDE .075 2.1 3 .0428 1.2 7 REEVALUAT 3. If patient's mood elevates, stop. If patient is still sluggish, do .075 2.1 4 .05 1.4 4 Ifthere is any j >ressure, go to .033 .92 until pressure is gone .0428 1.2 (men 5 .0464 1.3 (women) 5 TOTAL TREATMENT TIME: 50 min. TENDINITIS OF THE ELBOW (and MUSCLE SPASM) Amplitude Frequency Time .034 .952 20 It still has pain go to: .033 .92 10-15 .343 9.8 6-8 .032 .89 5-10 *relax before going back up .274 7.7 15-20 .2 5.6 5-10 .034 .952 5-15 .15 4.2 extra 10 minutes if necessary .034 .952 20-30 TOTAL TREATMENT TIME: 85 min. Times can be cut but .034 and .274 are the critical signals. .034 at .952 is used to reduce tension. .274 at 7.7 is used to reduce pain. If pain doesn't decrease after 30-40 minutes of weak signals then try some plain numbers. A muscle spasm usually doesn't need pain numbers; but, longstanding tendinitis does after 25-30 minutes. MIGRAINE HEADACHE PROTOCOL Amplitude Frequency Time .034 .95 10 .033 .92 10 .032 .9 10 .031 .87 10 .03 .84 10 .027 .72 10 TOTAL TREATMENT TIME: 50 min. Extend treatme ;nt time on any signal that seems to work the best. OTHER NUMBERS PARKINSON'S DISEASE, ALZHEIMERS AND MULTIPLE SCLEROSIS Amplitude Frequency Time Side to Side .077 2.17 4 .076 2.13 4 .075 2.10 4 .074 2.07 4 Front to Back .073 2.04 4 .072 2.02 4 .071 1.99 4 .070 1.96 4 32 minute treatment every other day Treat 3X week for 2-3 weeks then reevaluate. ADD MORE SIGNALS .069 1.93 3 .068 1.90 3 .067 1.87 3 .066 1.86 3 CANCER and AIDS Parkinson disease may possibly have pressure. M.S. and Alzheimer's most likely will not have pressure. Any pressure, drop to .033 or .032 until pressure goes away. Large Resonator - full body immersion in field. FIELD STRENGTH FREQUENCY TIME (micro-gauss) (hz) (minutes) 1.0 ug 27.9 hz 1 min 3 .82 ug 23.0 hz 1 min 3 .72 ug 20.16 hz 1 min 3 .654 ug 18.2 hz 1 min 2 .57 ug 16.0 hz 1 min 2 .475 ug 12.8 hz 1 min 2 REST PERIOD 3 min .343 ug . 9.59 hz 2 min 3 .274 ug 7.68 hz 5 min 6 .200 ug 5.6 hz 4 min 5 .175 ug 4.9 hz 2 min 3 REST PERIOD 6 min .150 ug 4.2 hz 6 min 7 LD STRENGTH FREQUENCY TIME (micro-gauss) (hz) (minutes) .126 ug 3.5 hz 3 min 6 .115 ug 3.15 hz 1 min 2 .090 ug 2.52 hz 4 min 5 .075 ug 2.1 hz 8 min 10 REST PERIOD 10 min .050 ug 1.4 hz 3 min 4 .038 ug 1.1 hz 3 min 4 .034 ug .976 hz 10 min 12 .030 ug .84 hz 2 min 3 .025 ug .7 hz 2 min 3 .020 ug .56 hz 2 min 3 Microgauss Setting FOR HUMAN NERVE 2.54 71 1.3 36 .997 27.9 .84 23.5 .72 20.16 .654 18.2 .57 16 .5157 (EGF-R) 14.56 .457 12.8 .343 9.6 .274 7.7 .2 5.6 .194 5.45 .175 4.9 .162 4.53 .15 4.2 .137 3.84 .126 3.5 .1 2.8 .09 2.52 TOTAL TREATMENT TIME: 1 hour and 42.5 minutes Signal Protocol - 41 Signals for human nerve .078 2.1 .0667 2.01 .06 1.68 .0589 (TGF-OC Precursor) 1.65 .05 1.4 .04 1.12 .038 1.1 .034 .976 .184 .52 .1769 .495 .1168 .3267 Nanogauss Setting (32 Signals in n G) 5.9 .16 2.99 .083 1.76 .049 .895 .025 .667 .02 .494 .014 .431 .0121 .392 .0109 .316 .0089 The examples above use are based on a human length. It is also possible to use the length of a water container. As discussed above, it is also possible to use this procedure to treat organisms other than humans. For such treatment, the length of the organism at the appropriate stage of development is used. The following calculations demonstrate methodologies for determining the proper flux density and frequency for treating plants. The four inertial velocities that have been used for calculations are as follows: 1. 3.22 x 10 7 cm/s - star cluster (SC) 2. 2.98 x 10 6 cm/s - earth orbital (EO) 3. 1.93 x IO 6 cm/s - solar system (SS) 4. 4.642 x IO 4 cm/s - earth rotational (ER) Lengths (Samples) ( 1.7 x 10 2 cm) 1. Human length is about 5'8" ( 170 cm) LJJ (1.5 x 10' cm) 2. Mouse length is about 15 cm LM 3. nerve piece length - A) 1.5 cm - 1- experiment in Cornell lengths of nerve pieces Note f Samples of Calculations ^1 n Table Form are included./ B) 2 - .7 cm - 2— + 3- experiments at Cornell electron Examples I (Plants) chloroplast q/2πm chlorophyll a(g) 2.79 x 10 7 Coul/gram ~ 5 μm long proton ~ 625 Daltons ellipsoids 5xl0- 6 m = q/2πm 1.67 xl0 "24 g.625 1.5x 10 4 Coul/gram = 1 x IO "2 ' g 5x lθΛ:m ( principal photoreceptor^l membranous Vin photosynthesis ^ J subcellular " in eukaryotes and "" cyano Bacteria organelle and site of photosynthesis m x fc 2 ) 1 x 10 "21 g x 9 x IO 20 cm 2 /s 2 = B .2.98 x 10 6 cm/s .5 x lO^cm (v) ( ) ficr = qB/nπm = 2.79 x IO 7 - . B ; frequency = 2.79 x 10.6 x 10 "4 q If q/2πm is for p + (proton) instead of e * (electron) then q/2πm = 1.5 x 10 4 c/q instead of2.79xl0 7 c/q Thus, frequency (ion cy ciotronresonance, 1CR) = 1.5 x 10 4 c/q . 6x10^ gauss = 9 Hz Therefore, the protocol is: 1. 1- week - B = 6 x 10 -4 gauss and/= 9 Hz or 1.67 x IO 4 Hz Then, 2— week L could be 0.2 cm (length of seed for example) 10 " "gx9xl0 υ cmV = B .2.98x10° cm/s .2x10- cm .-.B = 1.5 xlO "6 gauss =2.79xl0 7 . 1.5 xl0 "6 = 4.2 xlO 1 =42 Hz ( or /= 1.5 x IO 4 . 1.5 x IO -6 = 2.25 x IO "2 = .0225 Hz 2. Week #2 - B = 1.5 x 10 "6 gauss at 42 Hz or .0225 Hz 3- week ; L is increasing ; L = 2cm (arbitrary depends upon growth cycle of plants) 9 x 10 " ' = =BB == 11..55 xx 1l0O ""77 g'auss 3. ή 6vxiln0 66 & / = 4.2 Hz for e " (protocol for plants) B (gauss) " (Hz) όxlO- 4 9 week 1.5xl0 " ' 42 2 nd week 1.5x10 ,-7 4.2 3- week through maturity of fruit * (See chart which has flux densities in microgauss setting with associated frequencies based ii j electronic gyromagnetic ratio. again plants Examp 1le T ITI seed ng = —th 0.1 cm target{~600 Daltons iron protopoφhyrin IX j lxlO "21 9x9xl0 20 cm 2 /s 2 =B .4.6xl0 4 cm/s .0.2cm (EO) (L) seed 9 x IO '1 = 1 x \0 → gauss = B 9.2 x 10 3 l a week / • = L5xl0 4 .1 x IO "4 = IS Hz ( υάa ξ^ a ^ ιan ) 2. L→2cm B = 10 ~5 f = 15 Hz ( wio & + πm ) 2^ week J protomc ) 3. L -> 20 cm B = IO -6 3- week / f _ -28 8 u Hz 7 f ^usin elge ec " tro qn/2icπm J] 4. B = 10 "7 4- week r-- _T 1S cH H,7 ( I using e " q/2πm through / - 2.8 Hz ^ electronic , duration Example II * Water should be treated (resonated) for one hour and plants should be water only with resonated water from initiation to maturity of fruit. Example III Dog protocol treat racing heart syndrome (tachycardia) 4 signals to treat dogs with resonated water A) 8 day treatment - dogs should only be given resonated water (one signal at a time) 2£ B) water may be treated with all four signals - 20 minutes for each signal. To treat humans with multiple signal protocols as indicated on various tables - the patient should drink either: A) water treated with one signal at a time; in successive days as many as there are signals (1 signal for each day) B) treat water with entire protocol at one sitting - multiple frequencies imbued in H 2 0 (each signal should be used to resonate water for the length of time at least (20 minutes). Table 7, below, gives an example of the settings for the Jacobson Resonator which have demonstrated beneficial nerve regeneration in mice. The information in Table 4 was determined with the Jacobson Resonator placed in the "Microgauss" setting. TABLE 8 - Nerve Regeneration In Mice .10 280 or . 15 2.54 71 1.3 36 .997 27.9 .825 23 .7 19.6 .57 16 .46 12.8 .34 9.6 .27 7.6 .175 5.4 .15 4.1 .126 3.5 .09 2.5 TABLE 9 - Resonated Water to Enhance Plant Growth Amplitude Frequency Time A 0.63 17.6 30 0.84 23.5 30 1.0 28 30 B .15 4.2 30 .268 7.5 30 .381 10.68 30 C 6.5 0.975 30 4.0 0.6 30 2.0 0.3 30 D 6.5 182 30 4.0 112 30 2.0 56 30 It should be understood that the foregoing is illustrative of the instant invention and should not be considered limitative or restrictive thereof. The scope of the invention may be further described within the scope of the attached claims.

Claims: Claims What is claimed is: 1. A method for beneficially restructuring water and the contents thereof, comprising: subjecting water for a period of time to an electromagnetic field of a specific flux density varying from 10 " to 10 "21 gauss and a specific frequency varying from 0 hertz to 300 hertz depending on the intended subsequent use of said water, wherein said specific flux density and said specific frequency has been empirically determined to restructure said water such that said water beneficially affects the organism to which the water is subsequently applied. 2. The method of claim 1, wherein said electromagnetic field is determined to impinge upon water or other liquid suspension which is directly correlated to target masses in biosystems. 3. The method of claim 2, wherein after said water is subjected to said electromagnetic field of a specific flux density and specific frequency corresponding to a particular target, said step of subjecting said electromagnetic field of a specific flux density and specific frequency is repeated for each of a plurality of targets. 4. The method of claim 1, wherein said specific flux density and said specific frequency are supplied by the Tables included in this specification. 5. The method of claim 1, wherein the magnetic field is applied to water using a solenoid to which electric power has been applied. 6. The method of claim 1 , wherein the magnetic field is applied to water using helmholts coils to which electric power has been applied. 7. The method of claim 1 , wherein the magnetic field is applied to water using poloidal magnets to which electric power has been applied. 8. The method of claim 1 , wherein the magnetic field is applied to water using toroidial coils to which electric power has been applied. 9. A method for restructuring water and the contents thereof, comprising: subjecting water to an electromagnetic field of a specific flux density varying from 10 "5 to IO "21 gauss and a specific frequency varying from 0 hertz to 300 hertz depending on the intended subsequent use of said water, wherein said specific flux density and said specific frequency been calculated using the formula using the formula mc 2 = Bvlq, wherein m equals a mass of one of a plurality of targets; c equals the speed of light; v equals the inertial velocity of said mass; 1 equals length of the organism to which the water will be applied; and q equals unity of charge, to thereby determine a magnetic flux density (B) 10. The method of claim 9, wherein said electromagnetic field is calculated to impinge upon water or other liquid suspension which is directly correlated to target masses in biosystems. 11. The method of claim 10, wherein after said water is subjected to said electromagnetic field of a specific flux density and specific frequency corresponding to a particular target, said step of subjecting said electromagnetic field of a specific flux density and specific frequency is repeated for each of a plurality of targets. 12. The method of claim 9, wherein the magnetic field is applied using a solenoid to which electric power has been applied. 13. The method of claim 9, wherein the magnetic field is applied to water using a solenoid to which electric power has been applied. 14. The method of claim 9, wherein the magnetic field is applied to water using helmholts coils to which electric power has been applied. 15. The method of claim 9, wherein the magnetic field is applied to water using poloidal magnets to which electric power has been applied. 16. The method of claim 9, wherein the magnetic field is applied to water using toroidial coils to which electric power has been applied. 17. The method of claim 16, wherein said coils have an intercoil distance such that the distance between the coils is greater than the radius of each of the coils having equal diameters, and wherein a relatively uniform magnetic field exists between the coils. 18. The method of claim 9, wherein the magnetic field is applied to water using plates to which electric power has been applied.

Inventors: JACOBSON JERRY, JACOBSON, JERRY
Applicants: JACOBSON JERRY, JACOBSON, JERRY
Application year: 2000
Main classification: A61N2
IPC codes: A61N2