University of Maryland, College Park (20240378472). ACTIVE STABILIZATION OF COHERENT CONTROLLERS USING NEARBY QUBITS simplified abstract
Contents
ACTIVE STABILIZATION OF COHERENT CONTROLLERS USING NEARBY QUBITS
Organization Name
University of Maryland, College Park
Inventor(s)
Jungsang Kim of Chapel Hill NC (US)
Kenneth Brown of Durham NC (US)
Christopher Monroe of Ellicott City MD (US)
ACTIVE STABILIZATION OF COHERENT CONTROLLERS USING NEARBY QUBITS - A simplified explanation of the abstract
This abstract first appeared for US patent application 20240378472 titled 'ACTIVE STABILIZATION OF COHERENT CONTROLLERS USING NEARBY QUBITS
Abstract: aspects of the present disclosure describe techniques that involve an active stabilization of coherent controllers using nearby qubits. In an aspect, a quantum information processing (QIP) system for stabilizing phase damping in qubits is described that provides a first and a second qubit ion, measuring magnetic field fluctuations using the second qubit ion, and generates one or more magnetic fields based on the measured magnetic field fluctuations, the one or more magnetic fields being applied near the first qubit ion to cancel the magnetic field fluctuations to stabilize the phase damping of the first qubit ion. Another such QIP system performs provides a first and a second qubit ion, locks a local oscillator to a frequency reference associated with the second qubit ion, and tracks, using the local oscillator, a frequency of the first qubit ion based on the frequency reference. Methods associated with these QIP systems are also described.
- Simplified Explanation:
The patent application discusses techniques for actively stabilizing coherent controllers using nearby qubits in quantum information processing systems.
- Key Features and Innovation:
- Stabilizing phase damping in qubits using nearby qubits - Measuring magnetic field fluctuations and generating magnetic fields to cancel them - Locking a local oscillator to a frequency reference to track qubit frequencies
- Potential Applications:
- Quantum computing - Quantum communication - Quantum cryptography
- Problems Solved:
- Stabilizing phase damping in qubits - Minimizing magnetic field fluctuations - Improving the accuracy of qubit frequency tracking
- Benefits:
- Enhanced stability in quantum systems - Improved performance of quantum information processing - Increased reliability in qubit operations
- Commercial Applications:
Title: Quantum Stabilization Systems for Improved Qubit Performance This technology can be applied in industries such as: - Quantum computing research labs - Telecommunications companies for secure data transmission - Defense and cybersecurity sectors for encryption purposes
- Questions about Quantum Stabilization Systems:
1. How does the active stabilization of coherent controllers using nearby qubits improve quantum information processing systems? 2. What are the potential challenges in implementing these stabilization techniques in practical quantum applications?
- Frequently Updated Research:
Stay updated on the latest advancements in quantum stabilization techniques and their impact on quantum computing and communication technologies.
Original Abstract Submitted
aspects of the present disclosure describe techniques that involve an active stabilization of coherent controllers using nearby qubits. in an aspect, a quantum information processing (qip) system for stabilizing phase damping in qubits is described that provides a first and a second qubit ion, measuring magnetic field fluctuations using the second qubit ion, and generates one or more magnetic fields based on the measured magnetic field fluctuations, the one or more magnetic fields being applied near the first qubit ion to cancel the magnetic field fluctuations to stabilize the phase damping of the first qubit ion. another such qip system performs provides a first and a second qubit ion, locks a local oscillator to a frequency reference associated with the second qubit ion, and tracks, using the local oscillator, a frequency of the first qubit ion based on the frequency reference. methods associated with these qip systems are also described.
