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KR-20260065764-A - Q-TimePhase™: Phase-Condition-Based State Control System

KR20260065764AKR 20260065764 AKR20260065764 AKR 20260065764AKR-20260065764-A

Abstract

The present invention relates to a phase-based state control system that updates a phase function φ(t)=ωt+δ defined based on a time reference point (Time Singularity, TS, 111) every unit time (TSU, 141) and performs a state transition when the phase condition φ(t)≡kπ(mod 2π) is satisfied. The state transition is triggered by phase progression without an external control signal and can be implemented as a transition of a current state, a spin state, or a phase state. A feedback control unit (150) maintains phase continuity by reflecting the phase change occurring during the state transition as the initial value of φ(t+Δt), and a policy control unit (160) responds to environmental changes by dynamically adjusting the frequency in the form ω= ω₀ ·f(P). Accordingly, the present invention simultaneously secures ultra-low latency response characteristics and phase alignment-based stability, and provides a general-purpose phase control technology applicable to various fields such as semiconductors, quantum computing, spin-based devices, and artificial intelligence computing systems.

Inventors

  • 강성운

Assignees

  • 강성운

Dates

Publication Date
20260511
Application Date
20260411

Claims (20)

  1. Calculate the phase function φ(t) defined according to the time reference, and At the time when the above phase function φ(t) satisfies a predefined phase condition, It is characterized by switching the operating state by changing the state of a physical quantity within the system, The above state transition is a phase condition-based state control system that performs the state transition without an external gate control signal.
  2. In paragraph 1, A system characterized by the above phase condition being defined in the form φ(t)≡kπ(mod 2π).
  3. In paragraph 1, A system characterized in that the above-mentioned phase function φ(t) is calculated based on the Time Singularity (TS).
  4. In paragraph 1, The above phase function φ(t) is updated based on the relative phase error Δφ(t), and A system characterized by maintaining a phase-aligned state when the condition Δφ(t) ≤ ε is maintained.
  5. In paragraph 1, A system characterized in that the above physical quantity is at least one of current, voltage, charge distribution, electronic state, and spin state.
  6. In paragraph 1, A system characterized by the above state transition occurring autonomously by satisfying phase conditions without an external gate signal.
  7. In paragraph 1, A system characterized by including a closed-loop structure that feeds back a phase signal generated from the above state transition result and reflects it as the initial value of φ(t+Δt).
  8. In paragraph 1, A system characterized by triggering a state transition when the rate of change dφ/dt of the above phase function exceeds a threshold.
  9. In paragraph 1, The above system aligns phase functions in discrete time units, and A system characterized by performing a state transition only when the phase error between the above units is within an allowable range.
  10. In paragraph 1, A system characterized by the period or rate of change of the above-mentioned phase function being dynamically adjusted according to a policy function.
  11. In paragraph 1, A system characterized in that the above state transition is implemented in at least one of signal phase synchronization, data sampling time determination, or data storage state transition.
  12. In paragraph 1, A system characterized in that the above state transition is performed by aligning the signal transmission timing between each component in a structure in which a plurality of components are stacked.
  13. In paragraph 1, A system characterized by the above state transition being implemented as sign inversion of the current or superconducting state transition within a topological superconductor.
  14. In Paragraph 13, A system characterized in that the above state transition is triggered by the phase difference of the Cooper pair.
  15. In a phase condition-based state control method, (a) A step of calculating the phase function φ(t); (b) a step of determining whether the above phase function satisfies the phase condition; (c) A step of switching the system state when the condition is met; A method characterized by including
  16. In paragraph 15, A method characterized in that the above state transition is implemented as a change in the state of a physical quantity.
  17. In paragraph 15, A method characterized in that the above state transition is implemented as signal synchronization or data state transition.
  18. A device comprising a module that performs control according to any one of claims 1 to 14.
  19. A program for executing a method according to any one of paragraphs 15 through 17.
  20. A non-transient computer-readable medium on which the program of paragraph 19 is stored.

Description

Q-TimePhase™: Phase-Condition-Based State Control System The present invention relates to a state switching control system based on phase conditions. More specifically, it relates to a phase condition-based state control system that automatically switches the state of a system without an external gate signal at the point when a predefined phase condition φ(t)≡kπ(mod 2π) is satisfied, using a phase function φ(t)=ωt+δ defined according to a time reference. The state transition according to the present invention can be implemented by involving a change in physical quantities such as current, voltage, charge distribution, electronic state, spin state, or logic state, and can be applied to various technical fields such as signal synchronization, determination of data sampling timing, and state transition control required in high-speed operation environments. Conventional state control technologies primarily rely on external control signals, gate electrodes, or driving pulses to switch states; this approach can lead to issues such as signal transmission delays, increased power consumption, heightened noise sensitivity, and the accumulation of synchronization errors. These problems are particularly pronounced in high-speed and highly integrated systems, and there are limitations to stable state transition control. In contrast, the present invention provides a structure in which a state transition occurs without a separate external control signal by utilizing the point in time when a specific phase condition is satisfied during the progression of a phase function as a trigger for the state transition. This simplifies the control path, minimizes delay, and improves power efficiency and synchronization accuracy. The phase control principle of the present invention is not limited to a specific physical medium and can be applied to various phase-based systems, such as digital circuits, semiconductor devices, quantum circuits, and optical systems. In one embodiment, the system may be implemented in a structure including a phase superconductor or a Josephson junction, in which case the sign inversion of the current or the transition to a superconducting state may occur when the phase condition is satisfied. However, such implementation is merely one example of the present invention. In addition, the present invention can be applied to systems in which a plurality of components are arranged hierarchically or in a stacked structure, and can improve the synchronization and operational consistency of the entire system by aligning the state transition timings between each component according to phase conditions. In the present invention, “Time Singularity (TS)” is defined as an absolute time reference serving as the standard for a phase function, and “Time Singularity Unit (TSU)” refers to a discrete time unit defined according to the said time standard. The TS and TSU are used as standards to define the timing of the progression and state transition of the phase function. Accordingly, the present invention provides a structure in which state transitions are autonomously performed based on the progression of a phase function according to a time reference and the satisfaction of phase conditions, thereby providing a general-purpose phase condition-based state control technology applicable in various system environments. The present invention relates to a phase function φ(t)=ωt+δ defined based on a time reference point (Time Singularity, TS, 111) and a unit time (Time Singularity Unit, TSU, 141), and a phase condition-based state control technology that causes a state transition to occur at a time when the phase function satisfies a specific condition. More specifically, the present invention provides a trigger-less state control structure in which the state of a system is switched without a separate external control signal or gate electrode at the point when the phase function φ(t) satisfies a predefined phase condition (e.g., φ(t)≡kπ(mod 2π)). This structure is implemented in such a way that a state change occurs naturally when a specific condition is satisfied during a process in which the phase is continuously accumulated and progressed according to a time reference. The phase condition-based state transition structure described above is not limited to specific physical media and can be applied to various topological systems, such as digital circuits, semiconductor memory, high-speed interfaces, quantum circuits, and optical media. For example, it can be utilized in various applications such as signal timing alignment, determination of data sampling timing, phase synchronization, or state transition control, which holds particularly significant technical implications for high-speed and high-density systems. In one embodiment, the system may be implemented in a topological superconductor. In this case, the sign of the current within the superconductor may be reversed or the superconducting state may be switched when the phas