A multi-source spectrum superposition method and system in N-S magnetic field oriented space

Abstract

The application discloses a kind of N-S magnetic field orientation space in multi-source spectrum superposition method and system, it is related to the wireless transmission and spectrum moving technical field of physical field cooperation, to solve the problem of existing multi-source energy field superposition energy divergence, coupling efficiency is low, regulation precision is poor, there is no closed-loop feedback.This application generates basic quantum control field by N-S polar static strong magnetic field and high-frequency pulse coupling, matches target acousto-optic frequency with target substance molecular state parameter, generates multi-source spectrum signal and acousto-optic control beam after modulation, generates vector quantum control field under the constraint of magnetic field superposition oscillation, while constructing efficacy detection closed-loop correction link.The application realizes electromagnetic-acoustic-optical three physical fields coaxial superposition, improves energy coupling efficiency and regulation precision, can change the cohesion potential energy of target substance molecule in direction, realizes molecular structure ordering stable reconfiguration.

Description

Technical Field

[0001] This invention relates to the field of wireless transmission and spectrum shifting technology based on physical field coordination, specifically to a method and system for multi-source spectrum superposition in NS magnetic field directional space. Background Technology

[0002] In the technical practice of multiphysics field manipulation and material modification, it is often necessary to simultaneously apply the energy of electromagnetic waves, sound waves, and even light waves of different frequency bands to the object being treated, so as to utilize multiple energy forms to produce synergistic effects within the material. Such systems typically involve signal generators, power amplification links, transducer arrays, and field distribution control devices in space. The core lies in how to achieve the effective superposition and directional transmission of multi-frequency and multi-form energy within a specific spatial region.

[0003] Existing technologies, such as patent applications for inventions related to wireless transmission and spectrum shifting in coordination with physical fields (publication numbers CN110931982B, CN121232472A, and CN112537015B), show that existing multi-source energy field superposition schemes generally employ independent acoustic and optical wave transmitting arrays to irradiate the target area in free space without external magnetic field constraints. Each transmitting unit is driven by its own signal source, and spatial overlap is achieved by mechanically adjusting the transmission angle. Some schemes introduce simple phase control to improve interference patterns, but a unified synchronization reference is not established for the time-frequency relationship among acoustic waves, optical waves, and electromagnetic waves. Transmission parameters are usually fixed based on experience, and the control process lacks closed-loop feedback on the real-time response status of the target material.

[0004] When the aforementioned existing technical solutions emit multi-source beams in free space, the differences in propagation mechanisms and wave vector directions among sound waves, light waves, and electromagnetic waves make it difficult to maintain stable spatial coaxial superposition in the target region. Energy rapidly dissipates with propagation distance, and the coherence enhancement effect is weak. Furthermore, the fixed-parameter open-loop emission method cannot automatically adapt to the drift of intrinsic absorption frequencies during changes in the molecular structure of the treated substance. The energy injection from the multi-source spectrum often deviates from the resonance response range of internal chemical bonds or intermolecular forces, with a large amount of energy wasted in ineffective thermal processes rather than producing a directional change in the molecular cohesive potential. In addition, the lack of online detection and feedback correction mechanisms for the post-treatment substance's efficacy status significantly limits the repeatability and controllable precision of the control results due to human experience. Summary of the Invention

[0005] The purpose of this invention is to provide a method and system for multi-source spectrum superposition in NS magnetic field orientation space, which solves the problems existing in the background art.

[0006] To solve the above-mentioned technical problems, the present invention adopts the following technical solution: The present invention provides a multi-source spectrum superposition method in the NS magnetic field orientation space. The first aspect of the present invention provides a multi-source spectrum superposition method in the NS magnetic field orientation space, including: step S1, acquiring the orientation magnetic field signal generated by the NS poloidal magnetic field generation unit and the initial pulse frequency signal and performing coupling processing to generate a basic quantum control field.

[0007] Step S2: Extract the molecular state characteristic parameters and target regulation mode parameters from the target substance feedback and analyze them to determine the target acousto-optic frequency parameters.

[0008] Step S3: Based on the target acoustic-optical frequency parameters and the field strength distribution parameters of the basic quantum control field, perform modulation calculations to generate a multi-source spectral modulation signal.

[0009] Step S4: The multi-source spectrum modulation signal is amplified and frequency-converted by the acoustic wave transmitting unit and the optical wave transmitting unit to generate an acousto-optic modulated beam.

[0010] Step S5: Emit acousto-optic control beams in the basic quantum control field to perform superposition oscillations and generate a vector quantum control field. The vector quantum control field is used to implant energy waves into the target material to change the molecular cohesive potential energy.

[0011] Step S6: Obtain the material efficacy detection parameters after the vector quantum control field acts on the target material, generate the control correction command, and reverse the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam until the target material reaches the preset efficacy state.

[0012] A second aspect of the present invention provides a system for performing the multi-source spectral superposition method in the NS magnetic field orientation space described in the present invention, comprising:

[0013] The field generation and coupling subsystem is used to couple the directional magnetic field signal generated by the NS poloidal magnetic field generation unit with the initial pulse frequency signal to generate the basic quantum control field.

[0014] The material state analysis subsystem is used to extract and analyze the molecular state characteristic parameters and target regulation mode parameters of the target material to determine the target acousto-optic frequency parameters.

[0015] The modulation signal generation subsystem is used to perform modulation calculations based on the target acousto-optic frequency parameters and the field strength distribution parameters of the fundamental quantum control field, and generate a multi-source spectral modulation signal.

[0016] The beam transmitting subsystem is used to amplify and frequency-convert multi-source spectral modulated signals through acoustic and optical transmitting units to generate an acousto-optic modulated beam.

[0017] The quantum control field generation subsystem is used to emit acousto-optic control beams in the basic quantum control field to generate a vector quantum control field. This vector quantum control field is used to implant energy waves into the target material to change the molecular cohesive potential energy.

[0018] The efficacy detection and feedback correction subsystem is used to acquire the efficacy detection parameters of the target substance after the vector quantum control field acts on it, generate control correction instructions, and reversely adjust the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam until the target substance reaches the preset efficacy state.

[0019] The beneficial effects of the present invention are as follows: (1) The present invention constructs a coaxial superposition architecture of electromagnetic-acoustic-optical three physical fields under the constraint of NS polar static strong magnetic field, and realizes phase locking and energy coherence enhancement of acoustic modulator signal, optical modulator signal and high frequency pulse excitation signal in a single propagation direction, so that multi-source spectrum energy can be converged in the target space region with low loss, and overcomes the problem of insufficient energy coupling efficiency caused by the divergence of propagation path of multi-source beams in traditional open space.

[0020] (2) The present invention adopts a control mapping model from the molecular state characteristic parameters of the target material to the acoustic and optical frequency parameters, combined with the offset compensation mechanism of the center resonant frequency of the basic quantum control field, so that the carrier frequency of the sound wave and the light wave can automatically match the intrinsic absorption frequency band and field resonance conditions of the target material. The frequency configuration of the multi-source spectrum modulation signal is no longer a fixed preset value but is dynamically adjusted according to the material state and field parameters, thereby improving the selectivity and penetration depth of energy transfer to the internal molecular structure of the target material.

[0021] (3) The present invention constructs a closed-loop correction link of multi-source spectrum modulation signal containing feedback of material efficacy detection parameters. By calculating the deviation between the measured efficacy index, stability and dispersion after the action and the target control mode parameters, the acoustic modulation index, optical modulation index and acoustic-optic reference amplitude are adjusted in reverse to form a fully closed-loop control process of emission-detection-comparison-correction-re-emission. This allows the degree of ordered reconstruction of molecular chains to be quantitatively controlled and automatically converged to the preset efficacy state, reducing the parameter uncertainty caused by repeated manual trial and error. Attached Figure Description

[0022] To more clearly illustrate the technical solutions in the embodiments of the present invention or the prior art, the drawings used in the description of the embodiments or the prior art will be briefly introduced below. Obviously, the drawings described below are only some embodiments of the present invention. For those skilled in the art, other drawings can be obtained based on these drawings without creative effort.

[0023] Figure 1This is a schematic diagram of the implementation steps of the method of the present invention.

[0024] Figure 2 This is a schematic diagram of the system structure connection of the present invention. Detailed Implementation

[0025] The technical solutions of the embodiments of the present invention will be clearly and completely described below with reference to the accompanying drawings. Obviously, the described embodiments are only some embodiments of the present invention, and not all embodiments. Based on the embodiments of the present invention, all other embodiments obtained by those skilled in the art without creative effort are within the scope of protection of the present invention.

[0026] Reference Figure 1 As shown, this invention provides a multi-source spectrum superposition method in NS magnetic field oriented space. By constructing a coaxial superposition architecture of electromagnetic-acoustic-optical three physical fields under the constraint of NS poloidal static strong magnetic field, the acoustic modulator signal, optical modulator signal and high-frequency pulse excitation signal are phase-locked and energy coherently enhanced in a single propagation direction, so that the multi-source spectrum energy can be converged in the target space region with low loss. This overcomes the problem of insufficient energy coupling efficiency caused by the propagation path divergence of multi-source beams in traditional open space. The method includes: step S1, obtaining the directional magnetic field signal and the initial pulse frequency signal generated by the NS poloidal magnetic field generation unit and performing coupling processing to generate a basic quantum control field.

[0027] In a specific embodiment of the present invention, step S1 includes: combining the N-pole directional magnetic field signal generated by the rare earth N-pole magnetic transmitter with the S-pole directional magnetic field signal generated by the rare earth S-pole magnetic receiver to construct an N-pole directional static strong magnetic field.

[0028] Specifically, a rare-earth N-pole magnetic emitter is configured. This emitter uses neodymium iron boron permanent magnets as the magnetic source, and its surface magnetic flux density is set to 1.4 Tesla. This setting is based on the center value of the stable confinement region that can be formed within the quantum control chamber under this field strength, determined through measured data from multiple sets of industrial sensors. The rare-earth N-pole magnetic emitter guides the magnetic flux generated by the magnetic source along a main direction, radiating outward a spatially uniform N-pole directional magnetic field signal. The magnetic flux density vector of the N-pole directional magnetic field signal is denoted as... Simultaneously, a rare-earth S-pole magnetic induction receiver is configured, whose internal magnetic circuit structure is complementary to that of the transmitter. It uses neodymium iron boron permanent magnets of the same specifications but with the magnetic poles installed in opposite directions, radiating an S-pole directional magnetic field signal outward. The magnetic induction intensity vector of this S-pole directional magnetic field signal is denoted as... The function of a rare-earth S-pole magnetoreceptor is to establish a closed magnetic field loop in space together with the N-pole directional magnetic field signal.

[0029] The N-S poloidal magnetic field generating unit serves to establish a closed, fixed-direction static magnetic field as the basis for the entire control field. In this embodiment, it is specifically implemented by a permanent magnet dual assembly consisting of a rare-earth N-pole magnetic transmitter and an S-pole magnetic receiver, but the use of other devices capable of generating an equivalent N-S poloidal static magnetic field constraint, such as electromagnets or superconducting magnets, is not excluded.

[0030] The N-pole directional magnetic field signal generated by the rare-earth N-pole magnetic induction emitter The S-pole directional magnetic field signal generated by the rare-earth S-pole magnetoreceptor The merging process involves fixing the transmitter and receiver to opposite side panels of the quantum control chamber, aligning their magnetic pole axes to establish a 1.2-meter-long main magnetic axis. At any point within this main magnetic axis region, the direction from the N pole to the S pole is defined as the positive direction. The total magnetic induction intensity of the static strong magnetic field generated by the merging process is... Determined by the principle of superposition of magnetic fields, the calculation relationship satisfies:

[0031]

[0032] in The magnetic flux density vector represents the N-pole directional magnetic field signal, measured in Tesla. This represents the magnetic flux density vector of the S-pole oriented magnetic field signal, measured in Tesla. This represents the total magnetic flux density vector of the synthesized N-S pole static strong magnetic field, expressed in Tesla. (This refers to the magnetic flux density vector at various points along the principal magnetic axis.) The field strength at the center point of the axis was calibrated to 1.0 Tesla, confirmed by a gaussmeter scan. The NS poloidal static strong magnetic field constructed a static field basis with a fixed direction and uniform gradient, providing spatial constraints for subsequent coupling.

[0033] The initial pulse frequency signal generated by the frequency pulse generator is obtained and its waveform is shaped to generate a high-frequency pulse excitation signal.

[0034] Specifically, the initial pulse frequency signal is obtained from a frequency pulse generator, the key component of which is a direct digital frequency synthesizer with a reference clock set to 100 MHz. A 32-bit frequency control word is loaded through a frequency control word register. This generates an initial pulse frequency signal with finely adjustable frequency. The waveform of the initial pulse frequency signal is a square wave, and the frequency... With frequency control word The determining relationship is defined by the principle equation of a direct digital frequency synthesizer:

[0035]

[0036] in This represents the repetition frequency of the initial pulse frequency signal, measured in Hertz (Hz). This represents the decimal value of a 32-bit frequency control word; it is dimensionless. This indicates the maximum number of states for the 32-bit register, and 100MHz represents the reference clock frequency.

[0037] The initial pulse frequency signal is fed into a waveform shaping link, which includes a bandpass filter and a high-speed comparator. The center frequency of the bandpass filter is set to [value missing]. The passband bandwidth is 2 MHz, used to filter out digital clock jitter and harmonic spurious signals. The filtered signal enters a high-speed comparator and is compared with a precisely adjustable reference level, making the rising and falling edges of the square wave steeper, outputting a high-frequency pulse excitation signal with a 50% duty cycle and a peak voltage of 5 volts. This high-frequency pulse excitation signal retains the frequency characteristics of the initial pulse frequency signal but has a cleaner spectrum and stronger driving capability. Its voltage time-domain waveform is represented as an ideal periodic pulse sequence.

[0038] A high-frequency pulse excitation signal is applied to the N and S poles to form a static strong magnetic field for electromagnetic coupling, thereby generating a basic quantum control field.

[0039] Specifically, a high-frequency pulse excitation signal is applied to the static strong magnetic field between the N and S poles for electromagnetic coupling. This application is achieved through a set of Helmholtz coils wound around the main magnetic axis of the quantum control chamber. The Helmholtz coils consist of two sets of toroidal coils, each with a radius of 0.3 meters and 50 turns, spaced equal to the radius. The two sets of coils are connected in series and a high-frequency pulse excitation signal is applied as the excitation current. When a current from a high-frequency pulse excitation signal flows through the coil, an alternating magnetic field is generated within the space enclosed by the coil. The instantaneous magnetic induction intensity of this alternating magnetic field is related to the excitation current by the Biot-Savart law. At the specific location of the center point of the coil axis, its magnitude can be expressed as:

[0040]

[0041] in Tesla is a scalar value representing the instantaneous magnetic flux density of an alternating magnetic field. Represents the permeability of free space, its value is Henry per meter, This indicates the number of turns in a single coil, with a value of 50. This represents the instantaneous current flowing through the coil from the high-frequency pulse excitation signal, measured in amperes. It is determined by the peak signal voltage of 5 volts and the total impedance of the coil. This represents the radius of the coil, taken as 0.3 meters, and the alternating magnetic field. The direction of the static strong magnetic field is opposite to the N-S polar direction. The directions are parallel, and the two fields undergo vector superposition within the central region of the quantum control chamber. This coaxial superposition of the alternating electromagnetic field and the static magnetic field is known as electromagnetic coupling. The result of this coupling is the generation of a fundamental quantum control field, whose composite magnetic induction intensity vector... Determined by both the static and alternating fields, their relationship can be expressed as:

[0042]

[0043] in This represents the instantaneous magnetic flux density vector of the fundamental quantum control field, expressed in tesla. The constant magnetic flux density vector representing the static strong magnetic field with N and S poles, expressed in Tesla. This represents the instantaneous magnetic induction intensity vector of the alternating magnetic field, measured in Tesla. The fundamental quantum control field uses a static strong magnetic field as the bias field and a high-frequency pulse excitation signal as the perturbation field, forming a control substrate with time-varying characteristics. Its function is to provide an initial energy exchange environment for the target substance.

[0044] It should be noted that the electrical parameters of a Helmholtz coil include DC resistance and inductance.

[0045] The relationship between excitation current and excitation voltage is as follows: ,in For excitation voltage, This represents the coil impedance.

[0046] For example, during the startup phase of a device for regulating the cohesive potential energy of a polymer material, the peak voltage is 5 volts and the center frequency is... A 10 kHz high-frequency pulse excitation signal is applied to the Helmholtz coil, at which point the frequency control word... Calculated according to the formula The peak excitation current in the coil is 0.5 amperes, generating an alternating magnetic field peak at the center point of the axis. for Tesla. This alternating magnetic field is coaxially superimposed with the central NS poloidal static strong magnetic field with a field strength of 1.0 Tesla, forming a magnetic induction intensity around 1.0 Tesla with an amplitude of The fundamental quantum control field of Tesla oscillation provides preset electromagnetic boundary conditions for receiving feedback from the target matter and for further modulation in subsequent steps.

[0047] Step S2: Extract the molecular state characteristic parameters and target regulation mode parameters from the target substance feedback and analyze them to determine the target acousto-optic frequency parameters.

[0048] In a specific embodiment of the present invention, step S2 specifically includes: acquiring the medium response feedback signal of the target material placed in the basic quantum control field, wherein the medium response feedback signal is acquired by a feedback sensing antenna array configured in the quantum control chamber.

[0049] Specifically, after the fundamental quantum control field generated in step S1 is running stably, the target material is placed on the quantum control chamber platform within the fundamental quantum control field. Under the influence of the fundamental quantum control field formed by the coupling of a static strong magnetic field and a high-frequency pulse excitation signal, the molecular dipole moment of the target material undergoes orientation deflection, radiating an electromagnetic response signal carrying molecular structure information. A feedback sensing antenna array configured on the inner wall of the quantum control chamber begins to collect this radiation signal. The feedback sensing antenna array consists of 24 broadband microstrip patch antenna elements, which are uniformly distributed in a spherical layout on a spherical cap with a radius of 0.5 meters. Each antenna element operates in a frequency band covering 10 kHz to 6 GHz, and the output of the antenna element is connected to a spectrum analysis front-end via a low-noise amplifier. The signal collected by the feedback sensing antenna array is called the medium response feedback signal. The medium response feedback signal is a broadband electromagnetic radiation response generated by the target material under the excitation of the fundamental quantum control field, and its frequency domain characteristics are directly related to the arrangement state, chain length distribution, and dipole moment coupling strength of the target material's molecular chains.

[0050] The spectral deconvolution of the medium response feedback signal is performed to identify and extract molecular state characteristic parameters that characterize the internal molecular chain arrangement.

[0051] Specifically, the medium response feedback signal is denoted as a time-domain signal. The time-domain signal is the result of the superposition of the dipole responses of all molecules within the target material. In order to... To separate independent feature components characterizing the molecular chain arrangement state, spectral deconvolution processing is required. This spectral deconvolution processing is implemented using a homomorphic filtering algorithm based on blind source separation. The first step in the processing is... Obtain the time spectrum by performing a short-time Fourier transform. The calculation relationship for the time spectrum is as follows:

[0052]

[0053] in This indicates the medium response feedback signal in time frame. The short-time amplitude spectrum at the specified location is expressed in volt-seconds. This represents the time-domain voltage value of the dielectric response feedback signal acquired by the feedback sensing antenna array, in volts. Indicates the center is located at time. The Hamming window function has a window length of 1024 sampling points and is dimensionless. This represents a frequency variable, measured in Hertz (Hz). This represents a time variable, with the unit being seconds. It represents the imaginary unit.

[0054] The second step in spectral deconvolution processing is to... Transforming to the log-ceptaspectral domain, the convolution relationship between the non-stationary excitation source and the transmission channel is transformed into an additive relationship. By low-pass filtering the cepstral coefficients, the cepstral envelope corresponding to the molecular state parameters is separated, and then the molecular state spectrum is reconstructed through inverse homomorphic transformation. The molecular state spectrum It is a function reflecting the frequency distribution of the collective vibrational modes of the molecular chains of the target substance, from The molecular state characteristic parameters are identified and extracted, including the average chain length index. and molecular chain orientation index The average length index of the molecular chain Defined as molecular state spectrum The ratio of the first-order spectral moment to the zero-order spectral moment characterizes the average degree of polymerization of the molecular chain, and its calculation formula is:

[0055]

[0056] in The index represents the average length of the molecular chain, measured in Hertz (Hz). Its value directly corresponds to the fundamental vibrational frequency of the molecular chain. This represents the lower limit frequency of integration, with a value of 10 kHz. This represents the upper limit frequency for integration, with a value of 1 MHz. Indicating the molecular state spectrum at frequencies The amplitude value at that point is expressed in volt-second squared.

[0057] The molecular chain orientation index Defined as molecular state spectrum The ratio of the central moment of the second-order spectrum to the product of the zero-order spectrum and the square of the average frequency is normalized to characterize the uniformity of the molecular chain alignment along the magnetic field lines. Its calculation formula is:

[0058]

[0059] in Indicates the molecular chain orientation index. The index represents the average length of the molecular chain, measured in Hertz. This represents the stability constant to prevent the denominator from being zero, and its value is... Based on the system noise floor level, other symbols have the same meaning as above. Molecular state characteristic parameters and Together, they constitute a quantitative description of the current internal molecular chain arrangement of the target substance, which directly reflects the initial structural information of the substance in the fundamental quantum control field.

[0060] The system receives target regulation mode parameters from external input, which define the desired material efficacy characteristics.

[0061] Specifically, while acquiring molecular state characteristic parameters, the user interface receives externally input target regulation mode parameters. These target regulation mode parameters are a multi-dimensional parameter vector defined by the user based on desired material efficacy characteristics, denoted as... ,vector It includes three components: target efficacy index Characterized by the desired improvement in the bioactivity or physical properties of a substance, the value is an integer ranging from 0 to 100, set based on efficacy level standards; target stability. Characterized by the degree to which the desired molecular chain remains stable and does not revert after reconstruction, its value is a real number in the range of 0 to 1; target dispersion , which represents the width of the chain length distribution after the expected macromolecular chain depolymerizes into smaller molecular chains, and takes a real number in the range of 0 to 1.

[0062] Molecular state characteristic parameters and target regulation mode parameters are imported into the regulation mapping model for matching analysis to determine the target acousto-optic frequency parameters.

[0063] Specifically, molecular state characteristic parameters and target regulatory mode parameters are imported into a regulatory mapping model for matching analysis. This regulatory mapping model is a multi-input multi-output mapping system constructed based on a radial basis function neural network. This neural network includes an input layer, hidden layers, and an output layer. The hidden layer contains 64 neurons, and the activation function is a Gaussian radial basis function. The input vector of the regulatory mapping model is the normalized molecular chain average length exponent. Molecular chain orientation index Target efficacy index Target stability and target dispersion It is formed by concatenation, and the input vector is denoted as . The output of the modulation mapping model is the target acousto-optic frequency parameters, which include the acoustic wave driving frequency. and optical wave carrier frequency These correspond to the fundamental frequencies of the subsequent acoustic modulator and optical modulator signals, respectively.

[0064] The operational relationships of the control mapping model are described by the forward propagation equation, and the hidden layer is... The output of each neuron The calculation formula is:

[0065]

[0066] in Indicates the first The activation values ​​of neurons in the hidden layer are dimensionless. The value ranges from 1 to 64. Indicates the first The center vectors of the radial basis functions are pre-trained using measured calibration data from multiple sets of different polymer samples, and have the same dimension as the input vector. Indicates the first The width parameter of each radial basis function is set to 0.5, based on the average spacing of the training set sample distribution. This represents the Euclidean norm.

[0067] The acoustic drive frequency of the output layer and optical wave carrier frequency The result is obtained through linear weighted summation:

[0068]

[0069]

[0070] in This indicates the driving frequency of the sound wave, measured in Hertz (Hz). This represents the carrier frequency of the optical wave, measured in Hertz (Hz). and They respectively represent the connection of the first The weight coefficients from each hidden layer neuron to the sound wave output and the light wave output are in Hertz. These weight coefficients are also obtained through gradient descent training based on multiple sets of measured calibration data. and These represent the bias terms for sound wave output and light wave output, respectively, in Hertz. The value is 200 Hz. Values Hertz was set based on ensuring that the output frequency falls within the physically achievable range of the audible ultrasonic band and the near-infrared light band, thus determining the target acousto-optic frequency parameters. and This will serve as the input reference for the modulation calculation in step S3.

[0071] Step S3: Based on the target acoustic-optical frequency parameters and the field strength distribution parameters of the basic quantum control field, perform modulation calculations to generate a multi-source spectral modulation signal.

[0072] In a specific embodiment of the present invention, step S3 includes: obtaining the field strength distribution parameters of the basic quantum control field through real-time monitoring by a field distribution scanner.

[0073] Specifically, after determining the target acousto-optic frequency parameters in step S2, it is necessary to obtain the real-time spatial distribution information of the fundamental quantum control field as another input dimension for modulation calculation. The field strength distribution parameters are obtained in real-time through a field distribution scanner, a multi-channel magnetic flux density measurement device integrated within the quantum control chamber. This scanner consists of seven triaxial Hall probes arranged at equal intervals along the principal magnetic axis, with a probe spacing of 0.1 meters. Each probe has a sensitivity of 0.01 millitalas and a sampling rate of 2000 times per second. The field distribution scanner acquires magnetic flux density vectors at seven spatial locations in a synchronous trigger mode. The acquired data is transmitted to the central processor, where linear interpolation reconstructs a one-dimensional field strength distribution curve along the principal magnetic axis. The discrete sampled values ​​on the one-dimensional field strength distribution curve constitute the field strength distribution parameters, denoted as a vector sequence. ,in This is a spatial index, with values ​​from 1 to 7, corresponding to the locations of 7 measurement points. Indicates the first The magnetic induction intensity vector of the fundamental quantum control field at each measurement point The root mean square value over one pulse cycle, measured in Tesla.

[0074] Calculate the difference between the target acousto-optic frequency parameters and the center resonant frequency of the fundamental quantum control field, and generate a frequency offset compensation coefficient.

[0075] Specifically, the center resonant frequency of the fundamental quantum control field This is a key parameter characterizing the intrinsic properties of electromagnetic oscillations within this field, and its value is jointly determined by the static field component and the pulse excitation parameter. The gyroscopic motion of charged particles or polar molecules in the static magnetic field within the quantum control field determines the resonance condition, and the central resonant frequency... The scalar value of the magnetic induction intensity at the central measuring point of the NS polar static strong magnetic field. There is a linear relationship between them:

[0076]

[0077] in This represents the center resonant frequency of the fundamental quantum control field, measured in Hertz. Represents the elementary charge, with a value of coulomb, This represents the scalar value of the magnetic flux density of the N-S poloidal static strong magnetic field at the central measuring point, i.e., the location of probe number 4, expressed in Tesla. This represents the equivalent inertial mass of the target substance's molecular dipole, expressed in kilograms. The value is pre-calibrated based on the target substance's molecular weight and dipole moment characteristics. For typical polymers, this value is [value to be filled in]. kilograms. Substituting the calibration value of 1.0 Tesla, the center resonant frequency is calculated. for hertz.

[0078] Specifically, the acoustic wave driving frequency in the target acousto-optic frequency parameters and optical wave carrier frequency Respectively with the center resonant frequency The difference operation is performed to generate frequency offset compensation coefficients. These coefficients are a set of dimensionless ratios used to quantify the degree of detuning between the target control frequency and the intrinsic frequency of the field. They are divided into acoustic frequency deviation coefficients. and optical frequency offset coefficient The calculation relationship is as follows:

[0079]

[0080]

[0081] in Represents the frequency deviation coefficient of sound waves, which is dimensionless. Represents the frequency offset coefficient of light waves, which is dimensionless. This represents a specific sound wave driving frequency, measured in Hertz (Hz). This represents a specific optical carrier frequency, measured in Hertz (Hz). This represents the center resonant frequency of the fundamental quantum control field, measured in Hertz. The frequency offset compensation coefficient reflects the degree of deviation of the target acousto-optic frequency parameters from the intrinsic oscillations of the field domain. A positive value indicates that the frequency is too high and needs downward compensation, while a negative value indicates that the frequency is too low and needs upward compensation.

[0082] Based on the frequency offset compensation coefficient, the target acousto-optic frequency parameters are pre-compensated and adjusted to generate pre-modulated frequency parameters.

[0083] Specifically, the purpose of pre-compensation adjustment is to correct the acousto-optic excitation frequency corresponding to the molecular state characteristics to a frequency point that matches the resonance condition of the fundamental quantum control field, so that the subsequently emitted acousto-optic control beam can establish a stable energy coupling channel in the field. The pre-modulation frequency parameters include the pre-modulation acoustic wave frequency. and pre-modulated optical frequency The adjustment calculation formula is as follows:

[0084]

[0085]

[0086] in This indicates the pre-modulated sound wave frequency, measured in Hertz. This indicates the pre-modulated optical wave frequency, measured in Hertz. This refers to the optimal harmonic order of the light wave frequency relative to the center resonant frequency. This is the residual frequency offset coefficient of the light wave at this harmonic. , This represents the damping compensation coefficient, with a value of 0.85. It is dimensionless and is set based on the field energy coupling efficiency optimization factor determined through multiple sets of impedance spectral scanning experiments. , , , The meaning is the same as above, introducing the damping compensation coefficient. This is to prevent the frequency from exceeding the resonance point during a single adjustment, thus avoiding oscillation and ensuring the stability of the pre-modulation.

[0087] It should also be noted that for the pre-modulated optical wave frequency, a harmonic resonance matching strategy is adopted: firstly, the optimal harmonic order of the optical wave frequency relative to the center resonant frequency is calculated. This allows light wave energy to pass through The efficient coupling of subharmonics with the fundamental quantum control field ensures that the sound wave is compensated to the vicinity of the fundamental resonance point and the light wave is compensated to the vicinity of the higher harmonic resonance point. Both of them form resonance matching conditions with the fundamental quantum control field, thereby ensuring the efficiency of subsequent superposition oscillation.

[0088] The pre-modulation frequency parameter and the field strength distribution parameter are waveform-modulated and synthesized to generate a multi-source spectrum modulation signal, which includes an independently adjustable acoustic modulator sub-signal and an optical modulator sub-signal.

[0089] It should be noted that the multi-source spectrum modulation signal consists of an acoustic modulator signal and an optical modulator signal. The two sub-signals are independently adjustable, and their respective carrier frequencies originate from the independent output channels of the modulation mapping model. The modulation depth is driven by a common field strength distribution parameter but uses an independent modulation index. This structure enables the subsequent acousto-optic modulated beam to independently match the intrinsic characteristics of the basic quantum control field with the molecular state of the target substance in both the frequency and spatial domains.

[0090] Specifically, the waveform modulation synthesis process is based on the principle of orthogonal amplitude modulation. The pre-modulation frequency is used as the carrier frequency, and the spatial variation characteristics of the field strength distribution parameters are used as the modulation depth control variable to generate two independent modulation signals, corresponding to the acoustic wave modulation sub-signal and the optical wave modulation sub-signal, respectively.

[0091] Acoustic modulator signal By pre-modulated sound wave frequency As a carrier wave, the modulation envelope is determined by the spatial non-uniformity of the field strength distribution parameters, and its mathematical expression is:

[0092]

[0093] in This represents the instantaneous voltage value of the acoustic modulator signal, measured in volts. This represents the reference amplitude of the sound wave, with a value of 1.0 volt. This represents the acoustic modulation index, with a value of 0.6. It is dimensionless and is set based on the dynamic range boundary of the linear modulation region. It represents the spatial non-uniformity of the field strength distribution parameter, which is the relative standard deviation of the scalar values ​​of magnetic induction intensity at 7 measuring points.

[0094] Spatial inhomogeneity The formula for calculation is:

[0095]

[0096] in The first parameter in the field strength distribution parameter represents the... The scalar value of the magnetic flux density at each measuring point is expressed in Tesla. The arithmetic mean of the scalar values ​​of magnetic induction intensity at 7 measurement points is expressed in Tesla. Spatial inhomogeneity reflects the degree of fluctuation in the field strength of the fundamental quantum control field along the principal magnetic axis and is dimensionless.

[0097] Optical modulator signal The frequency of the pre-modulated light wave As a carrier wave, the modulation envelope is also determined by spatial non-uniformity, and its mathematical expression is:

[0098]

[0099] in This represents the instantaneous voltage value of the optical modulator signal, measured in volts. This represents the reference amplitude of the light wave, with a value of 0.5 volts. This represents the optical modulation index, which is 0.4 and dimensionless. It is set based on the upper limit of the linear input range of the optical generator.

[0100] This invention employs a control mapping model from the molecular state characteristic parameters of the target substance to the acoustic and optical frequency parameters, combined with the offset compensation mechanism of the central resonant frequency of the basic quantum control field. This enables the carrier frequencies of sound waves and light waves to automatically match the intrinsic absorption band and field resonance conditions of the target substance. The frequency configuration of the multi-source spectrum modulation signal is no longer a fixed preset value but is dynamically adjusted according to the state of the substance and the field parameters, thereby improving the selectivity and penetration depth of energy transfer to the internal molecular structure of the target substance.

[0101] Step S4: The multi-source spectrum modulation signal is amplified and frequency-converted by the acoustic wave transmitting unit and the optical wave transmitting unit to generate an acousto-optic modulated beam.

[0102] In a specific embodiment of the present invention, step S4 includes: acquiring an acoustic modulator signal, resonating and amplifying it via an acoustic energy generator and a main power amplifier to generate a high-energy acoustic drive signal.

[0103] Specifically, the acoustic modulator sub-signal is obtained from the multi-source spectral modulation signal generated in step S3. The signal is a low-frequency modulated electrical signal with a voltage peak fluctuating around 1.0 volts, and its carrier frequency is the pre-modulated acoustic wave frequency. The sound wave operates in the audible to low ultrasonic frequency range. The sound wave modulator signal is resonantly amplified by the sound energy generator and main power amplifier to generate a high-energy sound wave driving signal. The sound energy generator is a magnetostrictive transducer, its core component being a terbium-dysprosium-iron alloy magnetostrictive rod. This material generates axial strain under the drive of an alternating magnetic field, converting the electrical signal into mechanical vibration. The electromechanical conversion characteristics of the sound energy generator are described by its equivalent circuit parameters, including the input electrical signal voltage. Vibration velocity of the output surface The relationship between them is:

[0104]

[0105] in This represents the instantaneous vibration velocity at the output end face of the sound energy generator, measured in meters per second. This represents the instantaneous voltage value of the sound wave modulator signal input to the sound energy generator, in volts. The electromechanical speed sensitivity coefficient of the sound energy generator is expressed in meters per second per volt. It represents the vibration velocity generated per unit input voltage. In this embodiment, the value is 0.0875, which is determined by the properties of the magnetostrictive material and the transducer structure.

[0106] The main power amplifier is located in the front-end drive chain of the sound energy generator, and adopts a Class AB push-pull power amplifier topology with a voltage gain of [missing information]. A fixed value of 26 dB corresponds to a voltage amplification factor of 20. (Sound wave modulation sub-signal) The voltage amplitude is first increased by the main power amplifier before driving the sound generator. Therefore, the voltage input to the sound generator is... With acoustic modulator signal The relationship is:

[0107]

[0108] The main power amplifier output stage is matched with the sound energy generator with an input impedance of 8 ohms and a rated output power of 200 watts. The setting is based on the fact that the minimum driving power required to overcome the reaction of the bias magnetic field of the magnetostrictive material in a static strong magnetic field environment of 1.0 Tesla is experimentally determined to be 120 watts. The rated power of 200 watts provides sufficient dynamic margin.

[0109] A sound energy generator produces mechanical vibrations under the drive of an input voltage and radiates sound waves into the surrounding air. The sound pressure level of the radiated sound waves is proportional to the vibration velocity. The high-energy sound wave driving signal is defined as the sound pressure fluctuation generated on the radiating surface of the sound energy generator. Its relationship with vibration velocity is as follows:

[0110]

[0111] in This represents the instantaneous sound pressure level of a high-energy sound wave-driven signal, measured in Pascals. This represents air density, taken as 1.293 kg per cubic meter, under standard atmospheric pressure and at 25 degrees Celsius. This represents the speed of sound in air, with a value of 343 meters per second. The meaning is the same as above. Combining the above relationships, the high-energy acoustic wave drives the signal. Ultimately, the sound wave modulated sub-signal It is generated through two stages of processing: voltage amplification and electromechanical conversion.

[0112] The optical modulator signal is acquired and then up-converted in frequency by an optical energy generator and a nonlinear optical frequency converter to generate a high-frequency optical carrier signal.

[0113] Obtain the optical modulator sub-signal from the multi-source spectral modulation signal generated in step S3. The signal is an electrical signal with a voltage peak fluctuating around 0.5 volts, and its carrier frequency is the pre-modulated optical wave frequency. The optical modulator signal is located in the near-infrared optical frequency band. The optical modulator signal undergoes frequency up-conversion via an optical generator and a nonlinear optical frequency converter to generate a high-frequency optical carrier signal. The optical generator employs a distributed feedback semiconductor laser, with its active region being an indium gallium arsenide phosphide multiple quantum well structure. Driven by the injection current, it generates a fundamental frequency laser with a center wavelength of 1550 nm and a linewidth less than 3 MHz. The electro-optical conversion characteristics of the optical generator are described by the relationship between the injection current and the output optical power. After voltage-to-current conversion, the voltage is superimposed on the DC bias current of the laser as a modulation current, and after being converted into optical power, it is projected onto the effective beam cross-section to form a spatial electric field. The electric field component of the laser output light field is... for:

[0114]

[0115] in This represents the electric field strength of the fundamental frequency light field output by the light generator, measured in volts per meter. This represents the output optical power corresponding to DC bias of the laser, with a value of 50 milliwatts, set at the midpoint of the laser's linear modulation region. The electro-optic conversion coefficient, measured in watts per volt, characterizes the linear relationship between the modulation voltage and the change in output optical power, based on the electro-optic characteristic curve in the laser's factory test report. The meaning is the same as above. This represents the focusing cross-sectional area of ​​the fundamental frequency beam, with a value of [value missing]. square meters, The speed of light in a vacuum. The refractive index of air is approximately 1.0.

[0116] The fundamental frequency laser output from the light generator enters a nonlinear optical frequency converter for frequency up-conversion. The key component of the nonlinear optical frequency converter is a periodically polarized lithium niobate crystal, which uses quasi-phase-matching technology to generate the second harmonic, converting the 1550 nm fundamental frequency light into 775 nm frequency-doubled light. The frequency doubling process requires the conservation of momentum, and the frequency of the frequency-doubled light... It is twice the frequency of the fundamental light. By introducing a nonlinear spatial coupling coefficient to ensure dimensional consistency, the electric field strength of the frequency-harmonic light... With fundamental frequency photoelectric field intensity It is directly proportional to the square of, and the relationship is as follows:

[0117]

[0118] in This represents the frequency-doubled photoelectric intensity output by the nonlinear optical frequency converter, measured in volts per meter. This represents the effective second-order nonlinear polarizability of lithium niobate crystals, with a value of [value missing]. Meters per volt, based on measured values ​​of the crystal under quasi-phase-matched conditions. This indicates the light transmission length of the crystal, and is taken as 20 millimeters. The equivalent conversion coefficient for nonlinear frequency conversion integrates the quasi-phase matching condition, the effective nonlinear coefficient of the crystal, and the wave impedance characteristics of the output beam. Its value was obtained through experimental calibration and is expressed in negative first meters. Since the fundamental frequency light carries the optical modulator signal... After squaring the modulation information, the frequency-doubled light still retains the modulation envelope characteristics and its frequency is increased to [value missing]. Scale. A high-frequency optical carrier signal is defined as a frequency-doubled optical output after frequency up-conversion. Its center frequency reaches the near-ultraviolet to visible light band, and the modulation information it carries is the same as the original optical modulator signal, but the carrier frequency is multiplied.

[0119] Time-frequency synchronization and beamforming are performed on high-energy acoustic wave driving signals and high-frequency optical carrier signals to generate an acousto-optic modulated beam with a single propagation direction.

[0120] Obtain high-energy acoustic wave driving signal and high-frequency optical carrier signals Next, the two signals are synchronized in time and frequency and beamformed to generate an acousto-optic modulated beam with a single propagation direction. Time and frequency synchronization is achieved through digital delay compensation, since the speed of sound in air is 343 meters per second while the speed of light is... Meters per second, with a time difference on the order of nanoseconds along the path to the target material, the synchronizer applies a delay to the sound wave signal using the optical wave signal as a reference. The delay is determined by the sound and light transmission distance. Decide:

[0121]

[0122] in This represents the synchronization delay value, in seconds. This represents the path length from the acousto-optic emission surface to the center point of the quantum control cabin's cargo platform, with a value of 0.8 meters. This indicates the speed of sound in air. Represents the speed of light in a vacuum, with a value of meters per second, calculated The sound wave signal needs to be transmitted approximately 2.33 milliseconds in advance to achieve time-frequency synchronization.

[0123] Beamforming is achieved through a common-aperture transmitting array, with the acoustic radiating surface and optical emission window integrated on the same transmitting panel. The normal direction of the transmitting panel is aligned with the center of the quantum control chamber's carrying platform. A high-energy acoustic driving signal drives an electrodynamic loudspeaker array in the acoustic transmitting unit to form a directional acoustic beam. A high-frequency optical carrier signal is coupled to a microlens array via optical fiber to form a collimated beam. The acoustic beam and the optical beam are spatially coaxial at the transmitting panel, with the same propagation direction. The acousto-optic control beam is defined as a composite energy beam formed after time-frequency synchronization and beamforming, propagating in a single direction and containing both acoustic and optical energy. The acoustic and optical components in this beam are precisely aligned in time and spatially coaxial and collinear, providing a physical carrier for subsequent superposition oscillations in the fundamental quantum control field.

[0124] Step S5: Emit acousto-optic control beams in the basic quantum control field to perform superposition oscillations and generate a vector quantum control field. The vector quantum control field is used to implant energy waves into the target material to change the molecular cohesive potential energy.

[0125] In a specific embodiment of the present invention, the generation of the vector quantum control field specifically involves: directionally transmitting an acousto-optic control beam into the basic quantum control field, so that the sound wave, light wave, and electromagnetic wave propagate coaxially under the constraint of the N-S polar static strong magnetic field.

[0126] Specifically, the acousto-optic modulated beam generated in step S4 is directionally emitted into the fundamental quantum control field. After exiting the integrated emission panel, the acousto-optic modulated beam propagates along the main magnetic axis into the core region of the quantum control chamber. This region is jointly constrained by the constructed N / S pole-oriented static strong magnetic field and the applied high-frequency pulse excitation signal. Under the constraint of the N / S pole-oriented static strong magnetic field, the acoustic component propagates as a mechanical longitudinal wave along the main magnetic axis, and the optical component propagates as a transverse electromagnetic wave along the same axis. The electromagnetic wave component in the fundamental quantum control field is the alternating magnetic field generated by the high-frequency pulse excitation signal. It also oscillates along this axis, and the sound wave, light wave and electromagnetic wave achieve coaxial superposition and propagate.

[0127] The physical process of coaxial superposition propagation at a certain observation point in space Total energy density at the location It is a synthesis of sound wave energy density, light wave energy density, and electromagnetic wave energy density, and its expression is:

[0128]

[0129] in Indicates the observation point At any time Total energy density, expressed in joules per cubic meter. This indicates that the high-energy acoustic wave driving signal is at the observation point. The instantaneous sound pressure level at a given location, measured in Pascals. This represents air density, with a value of 1.293 kg per cubic meter. This represents the speed of sound in air, with a value of 343 meters per second. Represents the vacuum permittivity, with a value of Farad per meter, This indicates that the high-frequency optical carrier signal is at the observation point. The instantaneous electric field strength at a point is expressed in volts per meter. Represents the vacuum permeability, with values ​​ranging from 1 to 10. Henry per meter, This indicates the alternating magnetic field generated by the high-frequency pulse excitation signal at the observation point. The instantaneous magnetic flux density vector at a given location, expressed in Tesla.

[0130] The three waves propagate coaxially under the constraint of a static strong magnetic field in the N and S pole directions. By providing Lorentz force constraints to charged particles or polar molecules, the component of molecular vibrations induced by sound waves perpendicular to the propagation direction is suppressed, and the vibrational energy is concentrated and transmitted along the principal magnetic axis. The polarization directions of light waves and electromagnetic waves are also constrained in a plane parallel to the principal magnetic axis. This constraint ensures that the energy of the three waves is not dissipated due to scattering, creating spatial conditions for coherent enhancement of energy waves.

[0131] The phase angles of the acoustic and optical emission units are adjusted in real time to monitor the synergistic state of molecular absorption in the superposition process until a stable nonlinear multi-field resonant absorption channel is formed.

[0132] Specifically, monitoring the molecular absorption coordination state during the superposition coordination process is achieved through a broadband energy sensor array configured on the quantum control chamber platform. This array comprises six lead zirconate titanate piezoelectric ceramic acoustic sensors and six silicon-based PIN photodetectors, alternately arranged on a 0.15-meter radius circle around the platform. Each sensor outputs an instantaneous energy density value at a sampling rate of 5000 times per second. The coordination state is calculated as the spatiotemporal average of the total energy density at the six measurement points. The cooperativity factor is defined as the ratio of the algebraic sum of the absorbed power densities when each component is applied individually. :

[0133]

[0134] in Represents the cooperability factor, dimensionless, when A value greater than 1 indicates the presence of a nonlinear multiphysics synergistic coupling effect, meaning that the molecular lattice vibrations induced by the acoustic field lower the energy barrier threshold for photon absorption. This represents the time-averaged total absorbed power density under simultaneous multi-field action at all measuring points, expressed in watts per cubic meter. This represents the time-averaged power density of absorbed sound waves when applied alone, expressed in watts per cubic meter. This represents the time-averaged power density of absorbed light when only one light wave is applied, expressed in watts per cubic meter. This represents the time-averaged power density when an electromagnetic field is applied alone, expressed in watts per cubic meter.

[0135] The phase angles of the acoustic and optical emitting units are adjusted in real time. The phase angle of the acoustic emitting unit is adjusted by the phase compensation network of the main power amplifier, while the phase angle of the optical emitting unit is adjusted by the DC bias phase in the drive current of the light generator. The phase angle adjustment strategy is based on the coordination factor. The adjustment is performed along the gradient direction, and the goal is to search for a value in the phase parameter space that makes... Phase combinations that reach local maxima. Let the current phase angle of the sound wave emitting unit be... The current phase angle of the light wave emitting unit is The iterative relationship for phase angle adjustment is as follows:

[0136]

[0137]

[0138] in Indicates the first The phase angle of the acoustic wave emitting unit in the next iteration, in radians. Indicates the first The phase angle of the light-emitting unit in the next iteration, in radians. and represents the phase search step size for sound waves and light waves, respectively, both with a value of 0.05, determined experimentally based on the stability margin of the phase loop. and These represent the partial derivatives of the synergistic factor with respect to the two phase angles, respectively, and are calculated in real time using the numerical difference method.

[0139] When the cooperating factor When the energy level continuously exceeds the threshold of 1.50 and remains stable with fluctuations less than 0.5% for more than 2 seconds, it is determined that a stable nonlinear multi-field resonant absorption channel has been formed. The nonlinear multi-field resonant absorption channel is a low-loss, high-density energy transmission path established by the acousto-optic modulated beam in a fundamental quantum control field through coherent enhancement effects. The energy density inside this channel is much higher than that of the surrounding space, enabling low-loss delivery of acousto-optic energy to the molecular structure inside the target material. The physical essence of the nonlinear multi-field resonant absorption channel is a collective excited state achieved through phase locking of three modes: the molecular lattice vibration mode induced by acoustic waves, the electronic polarization oscillation mode induced by optical waves, and the dipole cyclotron mode induced by electromagnetic waves, under the constraint of a static strong magnetic field in the N-S polar direction. Its formation conditions are described by the following energy threshold criterion:

[0140]

[0141] in The spatial coordinates representing the location of the target substance This indicates the moment when the energy density reaches its peak. The single-chain bond energy represents the cohesive potential energy within the macromolecular chain of the target substance. For typical carbon-carbon backbone polymers, it takes the value of... Joules, a calorimetric value determined based on bond dissociation energy. It represents the number density of molecular chains per unit volume, expressed in cubic meters. The threshold criterion ensures that the energy introduced is sufficient to overcome the cohesive potential energy of the molecules.

[0142] The target material is continuously emitted and radiated through a nonlinear multi-field resonance absorption channel to generate a vector quantum control field. This vector quantum control field transforms the disordered arrangement of the macromolecular chain structure into an ordered arrangement of small molecular chains, which can no longer be reduced to their original state.

[0143] Specifically, continuous emission and radiation through a nonlinear multi-field resonant absorption channel generate a vector quantum control field on the target material. During the continuous radiation, the energy of the acousto-optic controlled beam is directionally injected into the molecular chain structure of the target material through the nonlinear multi-field resonant absorption channel, generating the vector quantum control field. The vector quantum control field is defined as a composite vector field formed by superimposing the directional acousto-optic energy injection on the basic quantum control field, and its field strength is determined by the composite magnetic induction intensity of the basic quantum control field. The alternating variable vector brought about by acousto-optic injection Together, they constitute the total vector action of the field. Expressed as:

[0144]

[0145] in The vector represents the action vector of a vector quantum control field, characterized by its equivalent magnetic flux density, and its unit is Tesla. This represents the instantaneous magnetic flux density vector of the fundamental quantum control field, expressed in tesla. The total radiation pressure surface density vector, expressed in Pascals, represents the acousto-optic injection alternating variable vector. This represents the momentum-magnetic field coupling coefficient, with a value of [value missing]. Tesla per Pascal was obtained by fitting molecular chain orientation experiments under the combined application of multiple magnetic fields and acousto-optic forces.

[0146] The vector quantum control field applies directional shear forces and oscillating torques to the macromolecular chain structure of the target substance. This causes the macromolecular chains, initially in a disordered, entangled state dominated by thermal motion, to gradually untangle under the orientation of the N-S polar static strong magnetic field. The mechanical oscillations of the acoustic waves further break the van der Waals forces and hydrogen bond crosslinking points between the molecular chains, while the electronic excitation energy provided by the high-frequency light waves weakens the cohesive potential energy of the carbon-carbon bonds in the main chain. The synergistic effect of these three factors causes the macromolecular chains to break into smaller molecular chains. Under the continuous radiation of the vector quantum control field, these smaller molecular chains align in an ordered manner along the principal magnetic axis, forming a smectic liquid crystal state. Furthermore, after the control field is turned off, this ordered arrangement is no longer reverted due to the photochemical passivation of the molecular chain end groups. The transformation of the macromolecular chain structure from a disordered state to an ordered arrangement of smaller molecular chains, a result that is not reverted, is verified by the efficacy detection in subsequent step S6.

[0147] Step S6: Obtain the material efficacy detection parameters after the vector quantum control field acts on the target material, generate the control correction command, and reverse the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam until the target material reaches the preset efficacy state.

[0148] In a specific embodiment of the present invention, step S6 specifically includes: obtaining the material efficacy detection parameters after the vector quantum control field acts on the target material.

[0149] Specifically, in step S5, after the target material is continuously irradiated by the vector quantum control field for a preset duration, the excitation outputs of the acoustic and optical wave emitting units are temporarily shut off, causing the acousto-optic control beam to stop emitting. The basic quantum control field continues to operate to maintain the magnetic field confinement environment. The feedback sensing antenna array configured within the quantum control chamber is then used to again acquire the medium response feedback signal of the target material after the vector quantum control field's action. This signal is denoted as... The unit is volt. The input spectrum deconvolution processing link performs the same short-time Fourier transform and homomorphic filtering separation process as in step S2 to reconstruct the molecular state spectrum after the action. This spectral function reflects the frequency distribution of the collective vibrational modes of the target substance's molecular chains after the energy wave is implanted, and its unit is volt-second squared.

[0150] from Identify and extract the average length index of the molecular chain after the reaction. and molecular chain orientation index The extraction algorithm remains consistent with step S2. Additionally, to quantify the distribution width of molecular chain lengths, a new molecular chain dispersion index is extracted. The molecular chain dispersion index is defined as the molecular state spectrum after the reaction. The normalized second-order spectral moment is calculated as follows:

[0151]

[0152] in The molecular chain dispersion index is dimensionless and ranges from 0 to 1. A larger value indicates a wider distribution of molecular chain lengths. The index represents the average length of the molecular chain after the reaction, and the unit is Hertz. and The integration frequency boundaries are set to 10 kHz and 1 MHz, respectively, consistent with step S2.

[0153] Based on the extracted , and The efficacy detection parameters of a substance are calculated using a efficacy conversion model. The efficacy detection parameter is a vector containing three components, denoted as... ,in This represents the measured efficacy index. Indicates the measured stability. The measured dispersion is represented by these three parameters, whose dimensions and physical meanings are the same as those of the target control mode parameters defined in step S2. They correspond to each other and can be directly compared.

[0154] The measured efficacy index Characterizing the actual improvement in efficacy achieved by the target substance after being subjected to a vector quantum control field, its value is an integer ranging from 0 to 100, and the calculation depends on the relative change in the average length exponent of the molecular chain before and after the action:

[0155]

[0156] in This represents the average chain length index extracted from the initial medium response feedback signal of the target material in step S2. The unit is Hertz. This represents the average length index of the molecular chains after the effect. The value is 0 when the result is less than 0 and 100 when it exceeds 100. The formula is based on the premise that the degree to which molecular chains break into smaller chains is a direct indicator of improved substance efficacy; a lower average length index corresponds to a more significant improvement in efficacy.

[0157] The measured stability This characterizes the degree to which the ordered arrangement of molecular chains of a target substance remains stable and does not revert after being implanted with an energy wave. The calculation utilizes the inverse relationship of the molecular chain orientation index, mapping it to the 0-1 interval.

[0158]

[0159] in The index representing the degree of orientation of the molecular chains after the interaction. This represents the orientation reference constant, which is set based on the statistical average of the molecular chain orientation index in multiple groups of polymer materials that have undergone effective regulation and whose structure has not been reduced within 72 hours. When Approaching 0 A value approaching 1 indicates that the molecular chain is highly ordered and stable; when Much larger hour A value close to 0 indicates poor orientation and instability.

[0160] The measured dispersion Directly taken as the molecular chain dispersion index The width of the actual small molecule chain length distribution is characterized by:

[0161]

[0162] This value is dimensionless, ranges from 0 to 1, and is related to the target dispersion. The definition space is consistent.

[0163] The deviation between the substance efficacy detection parameters and the target regulation mode parameters is calculated, and regulation correction instructions are generated.

[0164] Obtaining parameters for substance efficacy testing Then, it is compared with the target control mode parameters input externally in step S2. Perform component-by-component deviation calculation, deviation vector Determined by the following formulas:

[0165]

[0166]

[0167]

[0168] in Indicates the deviation of the efficacy index, a dimensionless integer. Indicates stability deviation, dimensionless. This represents the dispersion deviation, which is dimensionless. The sign of these deviations directly indicates the direction and magnitude of the actual state's deviation from the target state.

[0169] When the deviation vector When the absolute value of any component exceeds the preset convergence threshold, i.e. or or This indicates that the target substance has not yet reached the preset efficacy state, and a control correction command needs to be generated. The control correction command consists of four correction components, namely, the acoustic modulation index correction amount. Light wave modulation index correction amount Sound wave reference amplitude correction amount and light wave reference amplitude correction These four correction parameters directly determine the waveform parameters of the multi-source spectral modulation signal in step S3 and the adjustment direction and amplitude of the transmission power of the acousto-optic modulated beam in step S4. The correction command is transmitted from the deviation vector through the control gain matrix. The calculated relationship is as follows:

[0170]

[0171] in and These represent the correction amounts for the acoustic modulation index and the optical modulation index, respectively; they are dimensionless. and These represent the acoustic and optical reference amplitude corrections, respectively, in volts. The values ​​of each coefficient in the control gain matrix are obtained through recursive least squares identification based on closed-loop control response data under multiple sets of different deviation states. The dimensions of each coefficient have been reduced according to the dimensional requirements of the output.

[0172] According to the control and correction instructions, the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam are adjusted in reverse until the target material reaches the preset efficacy state.

[0173] Specifically, according to the control and correction instructions, the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic modulation beam are adjusted in reverse. The specific adjustment operation is: the modulation index of the acoustic modulation sub-signal in step S3 is adjusted. Updated to The modulation index of the optical modulator signal Updated to ; to set the reference amplitude of the sound wave Updated to Light wave reference amplitude Updated to The modulation index and Typical initial values ​​are 0.6 and 0.4, respectively, for the reference amplitude. and Typical initial values ​​are 1.0 volt and 0.5 volt, respectively. The adjusted new parameters are fed into steps S3 and S4, triggering the re-execution of waveform modulation synthesis, power amplification, frequency conversion, and beam transmission processes, thereby changing the total energy injection and modulation envelope characteristics of the vector quantum control field.

[0174] Repeat steps S3 to S6 of the closed-loop process. After each round of radiation and detection, calculate the deviation and generate a new correction command. Iterate and adjust the modulation parameters and transmit power until the deviation vectors between the measured efficacy detection parameters and the target modulation mode parameters all satisfy the convergence condition. and and At this point, the target substance is determined to have reached the preset efficacy state, and the control process automatically ends.

[0175] This invention constructs a closed-loop correction link for multi-source spectral modulation signals that includes feedback from material efficacy detection parameters. By calculating the deviation between the measured efficacy index, stability, and dispersion after action and the target control mode parameters, the acoustic modulation index, optical modulation index, and acoustic-optical reference amplitude are adjusted in reverse, forming a fully closed-loop control process of emission-detection-comparison-correction-re-emission. This allows the degree of ordered reconstruction of molecular chains to be quantitatively controlled and automatically converged to the preset efficacy state, reducing the parameter uncertainty caused by repeated manual trial and error.

[0176] Reference Figure 2 As shown, a second aspect of the present invention provides a system for performing the multi-source spectrum superposition method in the NS magnetic field directional space described in the present invention, comprising: a field generation and coupling subsystem, used to acquire the directional magnetic field signal generated by the NS poloidal magnetic field generation unit and the initial pulse frequency signal for coupling processing to generate a basic quantum control field.

[0177] The material state analysis subsystem is used to extract and analyze the molecular state characteristic parameters and target regulation mode parameters of the target material to determine the target acousto-optic frequency parameters.

[0178] The modulation signal generation subsystem is used to perform modulation calculations based on the target acousto-optic frequency parameters and the field strength distribution parameters of the fundamental quantum control field, and generate a multi-source spectral modulation signal.

[0179] The beam transmitting subsystem is used to amplify and frequency-convert multi-source spectral modulated signals through acoustic and optical transmitting units to generate an acousto-optic modulated beam.

[0180] The quantum control field generation subsystem is used to emit acousto-optic control beams in the basic quantum control field to generate a vector quantum control field. This vector quantum control field is used to implant energy waves into the target material to change the molecular cohesive potential energy.

[0181] The efficacy detection and feedback correction subsystem is used to acquire the efficacy detection parameters of the target substance after the vector quantum control field acts on it, generate control correction instructions, and reversely adjust the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam until the target substance reaches the preset efficacy state.

[0182] The above embodiments can be implemented, in whole or in part, by software, hardware, firmware, or any other combination thereof. When implemented in software, the above embodiments can be implemented, in whole or in part, as a computer program product. Those skilled in the art will recognize that the algorithm steps of the various examples described in conjunction with the embodiments disclosed herein can be implemented in electronic hardware, or a combination of computer software and electronic hardware. Whether these functions are implemented in hardware or software depends on the specific application and design constraints of the technical solution. Those skilled in the art can use different methods to implement the described functions for each specific application, but such implementation should not be considered beyond the scope of this application.

[0183] In addition, the functional modules in the various embodiments of this application can be integrated into one processing module, or each module can exist physically separately, or two or more modules can be integrated into one module.

[0184] The above description is merely a specific embodiment of this application, but the scope of protection of this application is not limited thereto. Any variations or substitutions that can be easily conceived by those skilled in the art within the scope of the technology disclosed in this application should be included within the scope of protection of this application. Therefore, the scope of protection of this application should be determined by the scope of protection of the claims.

[0185] The above content is merely an example and illustration of the concept of the present invention. Those skilled in the art can make various modifications or additions to the specific embodiments described, or use similar methods to replace them, as long as they do not deviate from the concept of the invention or exceed the scope defined by the present invention, and all such modifications and additions should fall within the protection scope of the present invention.

Claims

1. A method for multi-source spectral superposition in NS magnetic field oriented space, characterized in that, include: Step S1: Obtain the directional magnetic field signal generated by the NS poloidal magnetic field generation unit and the initial pulse frequency signal, and couple them to generate the basic quantum control field; Step S2: Extract and analyze the molecular state characteristic parameters and target regulation mode parameters of the target substance to determine the target acousto-optic frequency parameters; Step S3: Based on the target acousto-optic frequency parameters and the field strength distribution parameters of the basic quantum control field, perform modulation calculations to generate a multi-source spectral modulation signal; Step S4: The multi-source spectrum modulation signal is amplified and frequency-converted through the acoustic wave transmitting unit and the optical wave transmitting unit to generate an acousto-optic modulated beam. Step S5: Emit acousto-optic control beams in the basic quantum control field to perform superposition oscillation and generate a vector quantum control field. The vector quantum control field is used to implant energy waves into the target material to change the molecular cohesive potential energy. Step S6: Obtain the material efficacy detection parameters after the vector quantum control field acts on the target material, generate the control correction command, and reverse the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam until the target material reaches the preset efficacy state.

2. The method for multi-source spectrum superposition in NS magnetic field orientation space according to claim 1, characterized in that, The specific content of step S1 includes: The N-pole directional magnetic field signal generated by the rare earth N-pole magnetic transmitter and the S-pole directional magnetic field signal generated by the rare earth S-pole magnetic receiver are combined to construct an N-pole directional static strong magnetic field. The initial pulse frequency signal generated by the frequency pulse generator is obtained and its waveform is shaped to generate a high-frequency pulse excitation signal. A high-frequency pulse excitation signal is applied to the N and S poles to form a static strong magnetic field for electromagnetic coupling, thereby generating a basic quantum control field.

3. The method for multi-source spectrum superposition in NS magnetic field orientation space according to claim 1, characterized in that, The specific content of step S2 includes: Acquire the medium response feedback signal of the target substance placed in the fundamental quantum control field; The spectral deconvolution of the medium response feedback signal is performed to identify and extract molecular state characteristic parameters that characterize the internal molecular chain arrangement. Receives externally input target regulation mode parameters, which define the desired material efficacy characteristics; Molecular state characteristic parameters and target regulation mode parameters are imported into the regulation mapping model for matching analysis to determine the target acousto-optic frequency parameters.

4. The multi-source spectrum superposition method in NS magnetic field orientation space according to claim 3, characterized in that, The medium response feedback signal is acquired by a feedback sensing antenna array configured in the quantum control chamber.

5. The method for multi-source spectrum superposition in NS magnetic field orientation space according to claim 1, characterized in that, The specific content of step S3 includes: The field strength distribution parameters of the fundamental quantum control field are obtained by real-time monitoring using a field distribution scanner. Calculate the difference between the target acousto-optic frequency parameters and the center resonant frequency of the fundamental quantum control field, and generate a frequency offset compensation coefficient. Based on the frequency offset compensation coefficient, the target acousto-optic frequency parameters are pre-compensated and adjusted to generate pre-modulated frequency parameters. The pre-modulation frequency parameters and field strength distribution parameters are combined to generate a multi-source spectrum modulation signal.

6. The method for multi-source spectrum superposition in NS magnetic field orientation space according to claim 1, characterized in that, The multi-source spectrum modulation signal includes independently adjustable acoustic modulator sub-signals and optical modulator sub-signals.

7. The method for multi-source spectral superposition in NS magnetic field orientation space according to claim 6, characterized in that, The specific content of step S4 includes: The acoustic modulator signal is acquired and resonantly amplified by the acoustic energy generator and the main power amplifier to generate a high-energy acoustic drive signal. The optical modulator signal is acquired and then up-converted in frequency by an optical energy generator and a nonlinear optical frequency converter to generate a high-frequency optical carrier signal. Time-frequency synchronization and beamforming are performed on high-energy acoustic wave driving signals and high-frequency optical carrier signals to generate an acousto-optic modulated beam with a single propagation direction.

8. The method for multi-source spectrum superposition in NS magnetic field orientation space according to claim 7, characterized in that, The specific content of the generated vector quantum control field is as follows: The acoustic-optical modulated beam is directed into the basic quantum control field, so that the sound wave, light wave and electromagnetic wave are coaxially superimposed and propagated under the constraint of the N-S polar static strong magnetic field. Monitor the coherent enhancement state of energy waves during superimposed oscillation, and adjust the phase angle of the acoustic wave emitting unit and the optical wave emitting unit in real time until a stable nonlinear multi-field resonant absorption channel is formed. It continuously emits radiation to the target material through a nonlinear multi-field resonant absorption channel, generating a vector quantum control field.

9. The method for multi-source spectrum superposition in NS magnetic field orientation space according to claim 1, characterized in that, Step S6 specifically includes: Acquire parameters for detecting the material efficacy of a target substance after the vector quantum control field acts on it; Calculate the deviation between the substance efficacy detection parameters and the target regulation mode parameters, and generate regulation correction instructions; According to the control and correction instructions, the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam are adjusted in reverse until the target material reaches the preset efficacy state.

10. A system for performing the multi-source spectral superposition method in the NS magnetic field orientation space according to any one of claims 1-9, characterized in that, include: The field generation and coupling subsystem is used to acquire the directional magnetic field signal generated by the NS poloidal magnetic field generation unit and couple it with the initial pulse frequency signal to generate the basic quantum control field. The material state analysis subsystem is used to extract and analyze the molecular state characteristic parameters and target regulation mode parameters of the target material to determine the target acousto-optic frequency parameters. The modulation signal generation subsystem is used to perform modulation calculations based on the target acousto-optic frequency parameters and the field strength distribution parameters of the fundamental quantum control field to generate a multi-source spectral modulation signal. The beam transmitting subsystem is used to amplify and frequency convert multi-source spectrum modulated signals through acoustic and optical transmitting units to generate an acousto-optic modulated beam. The quantum control field generation subsystem is used to emit acousto-optic control beams in the basic quantum control field to generate a vector quantum control field through superposition oscillation. This vector quantum control field is used to implant energy waves into the target material to change the molecular cohesive potential energy. The efficacy detection and feedback correction subsystem is used to acquire the efficacy detection parameters of the target substance after the vector quantum control field acts on it, generate control correction instructions, and reversely adjust the waveform parameters of the multi-source spectrum modulation signal and the transmission power of the acousto-optic control beam until the target substance reaches the preset efficacy state.

Images