Seoul, South Korea

Kwangill Koh

USPTO Granted Patents = 6 

Average Co-Inventor Count = 4.4

ph-index = 2

Forward Citations = 10(Granted Patents)


Company Filing History:


Years Active: 2010-2024

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6 patents (USPTO):Explore Patents

Title: Kwangill Koh: Innovator in 3D Measurement Technology

Introduction

Kwangill Koh is a prominent inventor based in Seoul, South Korea. He has made significant contributions to the field of three-dimensional measurement technology. With a total of 6 patents to his name, Koh's work focuses on enhancing the accuracy and efficiency of 3D shape measurement.

Latest Patents

One of Koh's latest patents is an apparatus and method for measuring a three-dimensional shape. This invention provides an improved approach to accurately measure 3D shapes. The apparatus consists of a stage that supports the object to be measured, at least one lighting unit, multiple image pickup units, and a control unit. The lighting unit includes a light source and a grid that radiates grid-patterned light onto the object. The image pickup units capture grid images reflected from the object from various directions. The control unit then calculates the three-dimensional shape of the object based on these captured grid images. This invention allows for rapid and accurate measurement of 3D shapes, showcasing Koh's innovative approach to technology.

Career Highlights

Kwangill Koh is associated with Koh Young Technology Inc., a company known for its advancements in measurement technology. His work has significantly impacted the industry, particularly in the realm of 3D measurement solutions.

Collaborations

Koh has collaborated with notable colleagues, including Seung-Jun Lee and Moon-Young Jeon. Their combined expertise has contributed to the development of innovative technologies in their field.

Conclusion

Kwangill Koh is a distinguished inventor whose work in 3D measurement technology continues to influence the industry. His patents reflect a commitment to improving accuracy and efficiency in measurement processes.

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