Durham, NC, United States of America

Robert Spivey


 

Average Co-Inventor Count = 4.2

ph-index = 2

Forward Citations = 8(Granted Patents)


Company Filing History:


Years Active: 2019-2025

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7 patents (USPTO):Explore Patents

Title: The Innovations of Robert Spivey

Introduction

Robert Spivey is a notable inventor based in Durham, NC (US). He has made significant contributions to the field of quantum computing and optomechanical systems. With a total of 7 patents, his work continues to influence advancements in technology.

Latest Patents

Among his latest patents are the "High stability optomechanical system" and "Cryo-package assembly for quantum computing." The optomechanical system features an intermediate plate with multiple tapped holes arranged in a grid, allowing for precise optical block coupling. Each optical block is equipped with multiple optical elements, enhancing the system's functionality. The cryo-package assembly is designed for use within a cryostat, incorporating a cryo device such as an ion trap, which is covered by a machined copper lid. This lid includes a meandering passageway that facilitates differential pumping to achieve ultra-high vacuum conditions. Additionally, his patent on a package-level, integrated high-vacuum ion-chip enclosure showcases improved thermal characteristics, with separate chambers for the ion trap and atomic flux source, ensuring thermal isolation.

Career Highlights

Robert Spivey is affiliated with Duke University, where he engages in cutting-edge research and development. His work has garnered attention for its innovative approach to complex problems in quantum technology.

Collaborations

He has collaborated with esteemed colleagues such as Jungsang Kim and Geert Vrijsen, contributing to a dynamic research environment that fosters innovation.

Conclusion

Robert Spivey's contributions to the field of quantum computing and optomechanical systems are noteworthy. His patents reflect a commitment to advancing technology and improving the capabilities of modern systems.

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