A topological protection quantum teleportation full-link engineering method and system thereof

Abstract

The application discloses a kind of topological protection quantum teleportation full-link engineering method and system thereof.The method comprises the following steps: screening topological material with complex projection weight logarithm as physical regularization constraint term;Determine the optimal structure parameter of device according to topological phase diagram formula and manufacture topological protection device;Real-time monitoring and maintaining system stability according to stability criterion;Perform quantum teleportation under topological protection condition;With topological protection bandwidth as unified calibration reference, closed-loop feedback control is carried out.The application integrates topological material screening, topological protection device manufacturing, topological stability control and quantum teleportation protocol execution into a unified technical chain for the first time, achieving full-link closed-loop control from theoretical design to engineering implementation.

Description

Technical Field

[0001] This invention relates to the fields of quantum information processing, topological physics manipulation, quantum communication, and quantum device manufacturing. Specifically, it relates to a complete engineering method and system that integrates topological material orientation screening, topological protection device manufacturing, topological stability control, and quantum teleportation protocols. This invention can be applied to quantum computing, quantum communication networks, distributed quantum information processing, and metropolitan quantum internet, and is particularly suitable for constructing high-fidelity, long-distance quantum teleportation systems with topological protection. Background Technology

[0002] Quantum teleportation, as one of the core protocols in quantum information science, is a fundamental technological means for realizing distributed quantum computing and quantum communication networks. Since Bennett et al. proposed the theoretical scheme in 1993, quantum teleportation has been experimentally verified on various physical platforms such as photons, atoms, and superconducting qubits. However, existing quantum teleportation technologies still face a series of fundamental challenges: (a) The problem of quantum decoherence The core resource of quantum teleportation—the quantum entangled state—is highly susceptible to decoherence due to environmental noise. During transmission, the fidelity of the entangled state decreases sharply with increasing distance and transmission time. Traditional schemes rely on quantum error-correcting codes to suppress errors, but error correction is extremely costly and requires a large number of physical qubits to encode a single logical qubit. (ii) Entanglement with demanding resource requirements Standard quantum teleportation protocols require the sender and receiver to pre-share a maximally entangled state (such as a Bell state). In practical engineering, preparing and maintaining high-quality entangled pairs is extremely difficult, and the quality of the entangled pairs directly affects the transmission fidelity. Existing schemes have stringent requirements for the quality of entangled resources, limiting the practical application of the system. (iii) The various components of the system are isolated from each other. In existing technologies, the selection of topological materials, the fabrication of topological devices, the control of quantum state stability, and the execution of teleportation protocols are all independent processes, lacking a unified mathematical framework and engineering methodology. Design methods cannot directly guide the selection of manufacturing process parameters, the tolerance window of the manufacturing process fails to match the system's topology protection bandwidth, and there is a lack of real-time monitoring and protection mechanisms for the integrity of the topology during transmission. (iv) Insufficient fidelity in long-distance transmission Although recent studies have achieved inter-chip quantum teleportation over fiber optic distances of up to 12.3 kilometers, the average fidelity is only about 81%. The fidelity degradation problem becomes even more severe over longer distances and with more complex network topologies. The introduction of topology protection holds promise for fundamentally improving the fidelity of long-distance transmission. (v) Lack of end-to-end closed-loop control Existing quantum teleportation systems lack a complete closed-loop feedback mechanism from material preparation to teleportation execution. Parameter drift in each stage cannot be monitored and dynamically compensated in real time, making it difficult to guarantee the system's consistency and repeatability. In recent years, several cutting-edge studies have provided key theoretical support for topology-protected quantum teleportation: (1) The topology-protected teleportation protocol based on Majorana Zero Modes (MZMs) proposed in 2025 achieves topology protection through projection parity measurement without dynamic weaving; (2) Research in 2024 found that the stability of topological matter can be maximized by using electromagnetic duality, so that even infinitely weak entanglement pairs can complete teleportation; (3) Robust teleportation of topological rotating surface codes was demonstrated on a 125-qubit superconducting quantum processor in 2025; (4) On-chip photon topology loading and entanglement-assisted transmission were realized in 2025; (5) Symmetry-protected topological order (SPT) has been proven to be a necessary condition for standard quantum teleportation protocols. To address the aforementioned problems, this invention provides a topology-protected quantum teleportation end-to-end engineering method and system. Based on first-principles derivations of the projection axiom, this invention integrates topology material selection, topology-protected device fabrication, topology stability control, and quantum teleportation protocol execution into a unified technical chain, using complex projection weights logarithms. To unify mathematical language, topology protects bandwidth. To unify the calibration benchmark and achieve closed-loop control across the entire process from theoretical design to engineering implementation. Summary of the Invention

[0003] (This invention aims to solve the technical problems in existing quantum teleportation technology, such as severe decoherence, demanding entanglement resource requirements, fragmentation of system components, insufficient fidelity for long-distance transmission, and lack of end-to-end closed-loop control. It provides a topology-protected quantum teleportation end-to-end engineering method and system. By integrating the topology material orientation screening, topology protection device manufacturing, topology stability control and quantum teleportation protocol execution into a unified technology chain, a high-fidelity, decoherence-resistant and scalable quantum teleportation engineering system is achieved.) (II) Technical Solution This invention provides a topology-protected quantum teleportation end-link engineering method, characterized by comprising the following steps: First level: Directional screening and preparation of topological materials (S1) Obtain the complex projection weights of candidate materials logarithm ,in It is the phase integral (axion angle) of the Berry curvature in momentum space. It is a logarithmic mapping of the electron localization potential energy; (S2) will As a physical regularization constraint in the artificial intelligence screening model, combined with first-principles calculations, the Fermi level is selected from candidate crystal structures. Momentum space distance from the Weyl point (or Dirac point) at the high symmetry point of the Brillouin zone In Structure within the threshold interval; (S3) Apply strain or electromagnetic field to the selected structure, so that the Approaching zero (target) ), and lock through closed-loop feedback to State (topological nontrivial axion state); (S4) The topological material is prepared by molecular beam epitaxy (MBE), high pressure high temperature (HPHT) sintering or flux method, and the quasi-particle tunneling delay time is monitored in situ during the growth process. To make it consistent with the theoretical value The deviation does not exceed ; Second level: Topology protection device manufacturing (S5) Determine the optimal structural parameters of the target topology protection device based on the topology phase diagram formula: in For device performance indicators, This is the theoretical maximum value. For the theoretically optimal projection angle, For topology protection bandwidth, Carrier concentration, For reference carrier concentration, The symmetry index of the order parameter; (S6) Using topology-protected near-field lithography, a topological photonic crystal structure or a topological quantum device structure is fabricated according to the optimal structural parameters. The topology-protected near-field lithography technique includes a one-dimensional topological photonic crystal composed of two different dielectric materials. This one-dimensional topological photonic crystal possesses non-trivial topological states, extending the lithography working distance to [missing information]. The above achieves Super-resolution patterns with a pitch of half or less; (S7) The topological protection device comprises one or a combination of the following structures: (a) a topological photonic crystal cavity (Dirac vortex cavity) for accommodating and protecting qubits, having a non-zero topological Chern number. (b) a telesistor device structure with symmetry-protected topological order (SPT); (c) a topological superconducting nanowire or quantum dot Kitaev chain structure for Majorana zero-mode encoding; (d) a silicon photonic chip topology for on-chip topological loading. (S8) During the manufacturing process, the topology protects the bandwidth. As the basis for determining the process tolerance window, the deviation of manufacturing parameters is monitored in real time, and feedback adjustment is initiated when the deviation exceeds the topology protection bandwidth. Third level: Topology stability control (S9) During quantum state transmission, the projection angle of each layer of topological material is monitored in real time. and its rate of change Damping coefficient coefficient of recovery Topological Chern Number ; (S10) Determine whether the system is in a stable state based on the following end-to-end stability criteria: in The unit of projective entropy quantization. It is Planck's constant; (S11) When the stability criterion is not met, adjust the parameters (gate voltage, temperature, external magnetic field or external electric field) of at least one layer of topology material to bring the system back to a stable operating state. Fourth level: Topology-protected quantum teleportation execution (S12) Based on the existing theoretical framework of symmetry-protected topological order (SPT), prepare SPT quantum resource states as initial resources for quantum teleportation; (S13) At the transmitting end (node ​​A), perform Bell state measurement (BSM) on the quantum state to be transmitted and the entangled photon B, or perform projection parity measurement on the spatially separated Majorana zero mode; (S14) The topology protection device is used to provide a topology-protected entangled channel to transmit quantum information from the transmitter to the receiver; (S15) At the receiving end (C node), a unitary transformation is performed based on the measurement results to reconstruct the quantum state; (S16) The topological protection mechanism described above makes the quantum state naturally immune to local noise during transmission; Fifth level: End-to-end closed-loop feedback integration (S17) Incorporate the material parameters of steps (S1)-(S4), the manufacturing parameters of steps (S5)-(S8), the stability parameters of steps (S9)-(S11), and the transfer parameters of steps (S12)-(S16) into a unified data feedback system; (S18) Protect bandwidth according to the topology The process parameters of the four stages of material selection, device manufacturing, stability control and dynamic execution are uniformly calibrated and dynamically adjusted to achieve closed-loop control of the entire chain. (III) Theoretical Foundation and Mathematical Framework The theoretical basis of this invention is the projection axiom: a physical system is a projection section of a fiber bundle onto a base manifold, and all physical quantities are geometric invariants or observable manifestations of this projection mapping. Quantum teleportation is interpreted as a cross-branch replication process of projected weights between different fiber branches. Definition 1 (Complex Projection Weights and Their Logarithms): The complete information of a quantum state is represented by complex projection weights: Its logarithm is defined as: in The amplitude / probability information corresponding to the quantum state, The phase / topological information corresponding to the quantum state. Definition 2 (Topology Protection Bandwidth): in Interlayer coupling strength, For Fermi velocity, The least action quantum, The characteristic length is denoted as . Theorem 1 (Topological Protection Fidelity): Under topological protection, the fidelity of quantum teleportation is given by the following formula: in For the theoretical maximum fidelity. When At that time, the fidelity remained above 80% of the theoretical maximum value. Theorem 2 (Projected Parity Measurement of Majorana Zero Modes): Existing research shows that topologically protected quantum teleportation can be achieved using projected parity measurements of spatially separated Majorana zero modes without the need for dynamic weaving. The decoherence rate decreases exponentially with the spatial separation distance of the Majorana modes. Theorem 3 (Electromagnetic Dual Stability): Existing research shows that electromagnetic self-dual symmetry leads to mixed states. The absolute stability of topological order allows even infinitely weak entangled pairs to achieve teleportation. Theorem 4 (Necessity of SPT Order): Existing research has proven that the standard quantum teleportation protocol involves the preparation of resource states with symmetry-protected topological order (SPT), and SPT order is a necessary condition for the standard teleportation protocol. (iv) Beneficial effects Unified end-to-end: For the first time, the screening of topological materials, the manufacturing of topological protection devices, the control of topological stability and the execution of quantum teleportation protocols are integrated into a unified technology chain, eliminating the technological gap between the four links; Topology protection against decoherence: utilizing topological invariants (Chehn numbers) ) and topology protection bandwidth Protecting quantum states, the decoherence rate decreases exponentially with the topological protection distance; Reduced requirements for entanglement resources: Based on the electromagnetic duality stability principle verified in existing research, this invention enables even infinitely weak entanglement pairs to achieve teleportation, significantly reducing the stringent requirements for the quality of entanglement resources. No dynamic weaving required: This invention can be based on the Majorana zero-mode projection parity measurement principle that has been verified in existing research, without the need for physically extremely difficult particle weaving operations; Long-distance high-fidelity transmission: Combining chip-fiber quantum network technology and topology protection mechanisms, metropolitan-scale transmission can be achieved. High-fidelity quantum teleportation (km); Closed-loop feedback control: protecting bandwidth through a unified topology. The four stages of material selection, device manufacturing, stability control, and transfer execution are uniformly calibrated and dynamically adjusted to ensure consistency and repeatability throughout the entire chain. Compatible with existing processes: The method is compatible with existing CMOS processes, nanoimprint lithography lines, and quantum chip manufacturing processes. Attached Figure Description

[0004] Figure 1 The overall flowchart of the topology-protected quantum teleportation full-link engineering method provided in the embodiments of the present invention is shown. Figure 2 This is a schematic diagram of the topological material orientation screening and preparation process provided in an embodiment of the present invention. Figure 3 A schematic diagram of the topology protection device structure provided in the embodiments of the present invention (including topological photonic crystal cavity, SPTtelesistor, Majorana zero-mode nanowire). Figure 4 The flowchart for end-to-end stability criterion monitoring and feedback control provided in the embodiments of the present invention. Figure 5 A schematic diagram of the principle of topologically protected quantum teleportation (including Bell state measurement, projected parity measurement, and unitary transformation) provided for embodiments of the present invention. Figure 6 This is a schematic diagram of a chip-fiber quantum network node architecture provided in an embodiment of the present invention. Detailed Implementation

[0005] Example 1: Topological Material Screening and Device Fabrication Based on Geometric Projection Axiom This embodiment demonstrates how to integrate the first-level topological material screening method of the present invention with the second-level topological protection device manufacturing method to construct a "topological protection cabin" for quantum teleportation. Step 1: Topology material screening by As a physical regularization constraint term for AI, screening is performed from candidate crystal structures. Candidate topological materials were selected. MnBi2Te4 (7 unit cells) and Co3Sn2S2 were among the candidate materials. Step 2: Preparation and Verification of Topological Materials A 7-unit cell MnBi2Te4 thin film was grown on a SrTiO3(111) substrate using molecular beam epitaxy (MBE). Quasi-particle tunneling delay time was monitored in situ during the growth process. Confirmed by THz-TDS measurement fs, and fs matches, deviation . Step 3: Manufacturing of Topology Protection Devices The optimal structural parameters are calculated using the topological phase diagram design formula of the second layer of this invention. A 1550 nm wavelength band is selected, and the topological photonic crystal structure layer material is amorphous silicon (a-Si) with an equivalent refractive index of [missing information]. The theoretically optimal projection angle was calculated. Optimal lattice constant Topology protection bandwidth . A topological photonic crystal cavity (Dirac vortex cavity) structure was fabricated on an SOI wafer using topology-protected near-field lithography. The topological photonic crystal structure possesses a non-zero topological Chern number. It supports topology boundary states. During manufacturing, the bandwidth is protected by the aforementioned topology. As a criterion for determining the process tolerance window, manufacturing parameter deviations are monitored in real time. When the deviation exceeds... Feedback adjustments are initiated promptly. Step 4: Device Verification The fabricated topology protection device was placed in a Talbot-Lau interferometer for non-destructive three-dimensional characterization to confirm its functionality. Uniform distribution ensures global coverage. state. Example 2: Projection Parity Measurement of Teleportation Based on Majorana Null Modes This embodiment demonstrates how to achieve topology-protected quantum teleportation using spatially separated Majorana zero modes. Step 1: Fabrication of Majorana zero-mode devices Using the second-level topology-protected lithography technique of this invention, Majorana zero-mode (MZM) devices are fabricated in a semiconductor-superconductor hybrid nanowire system. The devices comprise spatially separated pairs of Majorana zero modes, the spatial separation distance of which can be determined according to the topology-protected bandwidth. Optimize the design. Step 2: Non-local information encoding Logical quantum information is stored in the parity of Majorana zero modes through nonlocal encoding. Nonlocal encoding prevents local noise from affecting all Majorana modes simultaneously, thus achieving natural fault tolerance. Step 3: Projection Parity Measurement Projective parity measurements are performed on spatially separated Majorana zero modes. This measurement operation requires no dynamic weaving and enables topology-protected quantum state transfer solely through measurement. Step 4: Topology Protection Transfer The decoherence rate decreases exponentially with the spatial separation distance of the Majorana mode. The parity stability of the Majorana zero mode is monitored in real time using the stability criterion of the third layer of this invention. When the criterion is not met, feedback adjustment (temperature / gate voltage) is triggered to maintain the topology protection state. Example 3: Physically Protected Quantum Transfer Based on SPT Telesistor This embodiment demonstrates how to achieve physically protected quantum transfer using a symmetry-protected topological order (SPT) telesistor device. Step 1: Preparation of SPT resource state Prepare quantum resource states with symmetry-protected topological order (SPT). The SPT order is a necessary condition for standard quantum teleportation protocols. Step 2: Telesector Device Manufacturing Using the second-level topological phase diagram design method and topological protection lithography of this invention, a telesistor device based on SPT order is fabricated. The ground state of the telesistor device is a protected quantum state with SPT order. Step 3: Physical protection transfer By utilizing the physical protection provided by the SPT sequence, specific noise can be suppressed without active error correction. The protection effect is quantified by string order parameters. Step 4: Stability Control Integration The stability criterion of the third layer of this invention is directly applied to the real-time monitoring of SPT telesistor devices, when... Feedback adjustments are triggered during drift to maintain the integrity of the SPT sequence. Example 4: Infinite Weak Entanglement Transmission Based on Electromagnetic Duality Enhancement This embodiment demonstrates how to achieve quantum teleportation of infinitely weakly entangled pairs using electromagnetic duality stability. Step 1: Screening of electromagnetic dual-symmetry materials Utilizing the first layer of the present invention A constrained AI screening method is used to screen candidate topological material structures with electromagnetic duality symmetry. This electromagnetic self-duality symmetry leads to a mixed state. The absolute stability of topological order. Step 2: Preparation of topological materials The screened topological materials were prepared using the method described in Example 1, ensuring... State lock. Step 3: Weak entanglement state transfer By utilizing topological matter with maximized electromagnetic duality, quantum teleportation can be achieved even when the entanglement strength is extremely weak (infinitely weak). This scheme is applicable to Rydberg atom or superconducting quantum computing platforms. Step 4: Control of topological phase transition in mixed states By controlling the topological quantum phase transition of mixed states, additional degrees of freedom are provided for the dynamic optimization of state transfer fidelity. Example 5: Verification of a Quantum Processor Based on Topological Surface Codes This embodiment demonstrates how to achieve robust teleportation of topological surface codes on a superconducting quantum processor. Step 1: Preparation of Topological Rotational Surface Codes On a superconducting quantum processor, topological rotating surface codes are prepared using linear deep unitary circuits, with a maximum code distance of 7. Step 2: Logical State Implicit Transmission Achieving logical state teleportation with a code distance of up to 7 is achieved. The teleportation phase diagram is obtained by exceeding a finite threshold through uniformly tuned local entanglement gates. Step 3: Entanglement Threshold Raising Rotating coherent qubits can inject magical resources to increase the entanglement threshold and restore the dual symmetry of the topological phase. Step 4: Application of stability criteria The stability criterion of multilayer topological materials in the third layer of this invention is directly applied to the real-time monitoring of surface codes and extended to the stability control of multiple logic qubits. Example 6: Metropolitan Quantum Teleportation Based on Chip-Fiber Network This embodiment demonstrates how to achieve topologically protected quantum teleportation at the metropolitan scale using optical quantum chips and fiber optic networks. Step 1: Design and Manufacturing of Photonic Quantum Chips Using the topological phase diagram design method and topological protection lithography technology of the second layer of this invention, three quantum optical paths are designed and fabricated on a single silicon photonic chip: user node (time-slice encoded single photon generation), relay node (entangled photon pair generation + Bell state measurement BSM), and central node (projection measurement). Step 2: Chip-Fiber Network Architecture A three-node star-topology quantum network was established, with nodes connected by optical fibers, and a transmission distance of up to 12.3 kilometers. Step 3: Proactive Feedback and Compensation An active feedback system based on a variable optical delay line dynamically compensates for changes in fiber length, ensuring stable quantum interference for BSM measurements at relay nodes. Step 4: Enhance Topology Protection Integrating a topological photonic crystal structure into a quantum chip provides topological protection for photonic quantum states and resists environmental noise during optical fiber transmission. Step 5: Fidelity Verification The measured average fidelity is approximately 81%. With topology protection enhancement, the target fidelity can be increased to over 90%. Example 7: End-to-End Closed-Loop Feedback Integrated System This embodiment demonstrates how to integrate the various components of the aforementioned six embodiments into a unified end-to-end closed-loop control system. Step 1: Unified Data Feedback System Material screening parameters ( , ), Device manufacturing parameters ( , , Stability control parameters , ) and transfer execution parameters (fidelity) Transmission distance It is incorporated into a unified data feedback system. Step 2: Standardize the calibration benchmark Protect bandwidth with topology As a unified calibration benchmark for the entire link. It also serves as the basis for topological quality judgment in the material screening stage, the process tolerance window in the device manufacturing stage, the phase drift tolerance threshold in the stability control stage, and the theoretical lower limit benchmark for transfer fidelity. Step 3: Real-time monitoring and closed-loop adjustment The stability criterion at the third level of this invention is used to monitor each stage in real time. Deviation: When Deviation exceeds Time-triggered feedback adjustment (gate voltage / temperature / magnetic field); when Deviation Exceed When the transfer fidelity is lower than the target value, anion compensation or strain compensation is triggered; when the transfer fidelity is lower than the target value, entanglement resource optimization or topology protection enhancement is triggered. Step 4: End-to-end iterative optimization The non-destructive three-dimensional characterization results of the Talbot-Lau interferometer are used as verification feedback for the entire closed-loop process, realizing a complete closed loop of "screening → preparation → manufacturing → control → transfer → characterization → optimization". Terminology Explanation

[0006] Terminology Meaning Complex projection weight (w) is the complex amplitude representation of the fiber bundle projection mapping, w = |w|⋅e^iθ Complex projection weight logarithm (lnw): lnw = ln|w| + iθ, where the real part corresponds to amplitude / probability information, and the imaginary part corresponds to phase / topological information. Topology protection bandwidth (σ_θ) is the parametric width between nontrivial and trivial phases in the topology phase diagram. Majorana zero modes (MZMs) are zero-energy quasi-particle states existing in topological superconductors, exhibiting non-Abelian statistical properties. Projection parity measurement is the operation of parity projection measurement of spatially separated Majorana null modes. Symmetry-protected topological order (SPT) is a topologically ordered phase protected by symmetry. The fundamental symmetry between electromagnetic duality and electromagnetic fields leads to the absolute stability of topological order. Topological surface codes are quantum error-correcting codes based on topological structures.

Claims

1. A topology-protected full-link engineering method for quantum teleportation, characterized in that, Includes the following steps: (1) Using the logarithm of the complex projection weights As a physical regularization constraint, combined with first-principles calculations, candidate structures for topological materials are screened. (2) According to the formula of the topological phase diagram: Determine the optimal structural parameters of the topology protection device, where For topology protection bandwidth; (3) Protect the bandwidth with the topology As a criterion for determining the process tolerance window, topology protection devices are manufactured; (4) During quantum state transmission, according to the stability criterion: Real-time monitoring of system stability; triggering feedback adjustments when the criteria are not met. (5) Perform quantum teleportation under topological protection conditions to complete the cross-node transmission of quantum states; (6) Protect the bandwidth with the topology To unify the calibration benchmark, closed-loop feedback control is implemented for steps (1)-(5).

2. The method according to claim 1, characterized in that: The candidate topological materials selected in step (1) are prepared by molecular beam epitaxy, high pressure and high temperature sintering or flux method, and the quasi-particle tunneling delay time is monitored in situ during the growth process. To make it consistent with the theoretical value The deviation does not exceed .

3. The method according to claim 1, characterized in that: The topology protection device described in step (2) comprises one or a combination of the following structures: (a) a topological photonic crystal cavity having a non-zero topological Chern number. (b) telesistor device structure with symmetry-protected topological order; (c) topological superconducting nanowire or quantum dot Kitaev chain structure; (d) silicon photonic chip topology.

4. The method according to claim 1, characterized in that: The topology protection device described in step (3) is manufactured using topology protection near-field lithography. This topology protection near-field lithography technique includes a one-dimensional topological photonic crystal composed of two different dielectric materials. This one-dimensional topological photonic crystal possesses nontrivial topological states, extending the lithography working distance to [missing information]. The above achieves Super-resolution pattern with a half-pitch or smaller; the feedback adjustment in step (4) includes adjusting at least one of gate voltage, temperature, external magnetic field or external electric field.

5. The method according to claim 1, characterized in that: The quantum teleportation is accomplished through Bell state measurement and is executed within a chip-fiber quantum network, wherein the fiber optic transmission distance of the chip-fiber quantum network is... kilometer.

6. The method according to claim 1, characterized in that: The topology protection bandwidth It also serves as the basis for topological quality judgment in the material screening stage, the process tolerance window in the device manufacturing stage, the phase drift tolerance threshold in the stability control stage, and the theoretical lower limit benchmark for transfer fidelity.

7. A topology-protected quantum teleportation end-link engineering system, characterized in that, include: A topological material orientation screening and preparation module, used for... Screening and preparing topological materials for physical regularization constraints; A topology protection device manufacturing module is used to manufacture topology protection devices according to topology phase diagram formulas, wherein the topology protection devices have non-zero topology Chern numbers. ; A full-link stability control module is used to determine stability criteria: Real-time monitoring and maintenance of system stability; A quantum teleportation execution module is used to perform quantum teleportation under topological protection conditions, and complete the cross-node transmission of quantum states; A closed-loop feedback integration module is used to protect the bandwidth with the topology. To unify the calibration benchmark, the parameters of the four modules are coordinated and dynamically adjusted.

8. The system according to claim 7, characterized in that: The topology protection device manufacturing module includes a one-dimensional topological photonic crystal, which extends the photolithography working distance to [missing information]. The quantum teleportation execution module described above includes an optical quantum chip, which integrates three quantum optical paths: a user node, a relay node, and a central node.

9. The system according to claim 7, characterized in that: The end-to-end stability control module includes a sensor array and a feedback control loop, used to measure the projection angle of each link in real time. and its rate of change .

10. The system according to claim 7, characterized in that: The topology protection device manufactured by the topology protection device manufacturing module has a non-zero topology Chern number. The topological Chern number absolute value .

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