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US Patent 12112238 Scalable neutral atom based quantum computing

Patent 12112238 was granted and assigned to Atom Computing on October, 2024 by the United States Patent and Trademark Office.

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Contents

Is a
Patent
Patent
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Patent attributes

Patent Applicant
Atom Computing
Atom Computing
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Current Assignee
Atom Computing
Atom Computing
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Patent Jurisdiction
United States Patent and Trademark Office
United States Patent and Trademark Office
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Patent Number
121122380
Patent Inventor Names
Krish Kotru0
Brian Lester0
Maxwell Parsons0
Jonathan King0
Benjamin Bloom0
Date of Patent
October 8, 2024
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Patent Application Number
180684080
Date Filed
December 19, 2022
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Patent Citations
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US Patent 7109593 Systems and methods for performing quantum computations
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US Patent 7126112 Cold atom system with atom chip wall
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US Patent 7133173 Nonlinear electromagnetic quantum information processing
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US Patent 7277872 Method for quantum computing
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US Patent 7364923 Dressed qubits
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US Patent 7398162 Quantum mechanical model-based system and method for global optimization
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US Patent 7411181 System and method for manipulating and processing materials using holographic optical trapping
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US Patent 7451292 Methods for transmitting data across quantum interfaces and quantum gates using same
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Patent Primary Examiner
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Daniel T Pellett
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Patent abstract

The present disclosure provides methods and systems for performing non-classical computations. The methods and systems generally use a plurality of spatially distinct optical trapping sites to trap a plurality of atoms, one or more electromagnetic delivery units to apply electromagnetic energy to one or more atoms of the plurality to induce the atoms to adopt one or more superposition states of a first atomic state and a second atomic state, one or more entanglement units to quantum mechanically entangle at least a subset of the one or more atoms in the one or more superposition states with at least another atom of the plurality, and one or more readout optical units to perform measurements of the superposition states to obtain the non-classical computation.

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