Method for Protecting Biological Objects from Technogenic EMF via Fractal Coherent Matrix
AIRES Human Genome Research Foundation • Technical Method Description • Foundational Paper
The Core Problem
All existing methods for protecting biological objects from technogenic electromagnetic radiation reduce to: reducing EM pulse intensity, reducing exposure time, or increasing distance from the radiation source. Each approach compromises the usefulness of the device. The Aires method solves this differently: it changes the structure of the EM pulse, transforming it into a form safe for the biological object without reducing the device's effectiveness or imposing requirements on the radiation source.
The Method: Fractal Coherent Matrix Field
The method creates around the biological object (or between it and the radiation source) a special electromagnetic field in the form of a fractal coherent matrix. This is generated by a fractal-matrix coherent converter — a self-affine lattice (resonator) formed from ringed topological lines creating a slit-like raster. This resonator is a universal Fourier transformer that harmonizes amplitude, phase, frequency, and polarization vector of both external technogenic radiation and the biological object's own electromagnetic radiation.
The Resonator as a Universal Holographic Processor
The shape of the resonator's field is a spatial holographic matrix. Its multi-level gradation is a set of annular raster lattices symmetric with at least three orthogonal basis vectors (X, Y, Z), with subsequent release to multidimensionality forming a spatial monostructural form with an infinite number of inherent derivative components. When the resonator transforms incoherent EM radiation into coherent form, the resulting hologram has the same ability to transform any EM pulse of the corresponding frequency range into a coherent state.
Three-Level Derivative Resonance Cascade
Transformation occurs through a cascade of derivatives: (1st) the wave superposition arising from the material fractal circuit; (2nd) the transformed external radiation based on the 1st derivative; (3rd) the interaction of these waves, half-waves, and quarter-waves forming a three-level system of resonant relationships; (4th) the harmonization of different external radiations through the 2nd derivative structure acting as a universal filter initiating direct and inverse Fourier transforms. Result: differentiation of the initial wave flow into eigen harmonics and formation of a matrix of spatiotemporally harmonized electromagnetic superpositions.
The Fourier Transform Mechanism
Transformation of external radiation — both technogenic and the biological object's inherent radiation — occurs in accordance with direct and inverse Fourier transforms, forming a coherent matrix of EM wave superpositions. Through resonant harmonization in this coherent environment, technogenic EM radiation is transformed to a form that does not conflict with the biological object. Critically: the transformation does not affect the functioning of the technical devices generating the EM radiation.
Why Fractal Structure Enables Broadband Operation
Because the resonator is a self-affine fractal structure, resonant interaction is possible not only when frequencies coincide exactly, but also when they have similarities at multiple scales. This is why the Aires resonator operates across a wide frequency range rather than at a single frequency — it can process the full spectrum of man-made electromagnetic radiation including Wi-Fi, 5G, Bluetooth, and cellular signals simultaneously.
Placement Flexibility
The coherent converter can be placed on the biological object, next to it, on the source of technogenic radiation, or between the biological object and the source. All placements produce the protective coherent matrix field around the biological object.
Physical Basis: Holography and Interference
The method is based on self-affine holographic objects' ability to transform EM pulses interacting with them according to their characteristics. Holography relies on two physical phenomena — diffraction and interference of EM waves. When several wave pulses are superimposed under certain conditions, an interference pattern occurs: a spatial regular system of maxima and minima of EM radiation intensity in the form of a stationary field with a fractal self-affine structure. For this interference pattern to be stable, the EM pulses must be harmonized spatially and temporally across frequencies and amplitudes — they must be coherent.