Melrose, MA, United States of America

Dmitri Eskin


Average Co-Inventor Count = 3.0

ph-index = 1

Forward Citations = 1(Granted Patents)


Company Filing History:


Years Active: 2019

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1 patent (USPTO):Explore Patents

Title: Dmitri Eskin: Innovator in Fluid Dynamics

Introduction

Dmitri Eskin is a notable inventor based in Melrose, MA (US). He has made significant contributions to the field of fluid dynamics, particularly in the study of emulsion stability and fluid flow in turbulence. His innovative approach has led to the development of a unique patent that enhances the understanding of fluid behavior under various conditions.

Latest Patents

Dmitri Eskin holds a patent for a "Method of operating a Taylor-Couette device equipped with a wall shear stress sensor to study emulsion stability and fluid flow in turbulence." This patent outlines methods that include emplacing an emulsion into an annular region of a Taylor-Couette (TC) device. The process involves flowing the emulsion through the annular region created by two surfaces and utilizing shear sensors to measure the shear stress exerted by the flowing emulsion. Additionally, the patent describes methods for determining the apparent viscosity of the fluid composition based on the stress measured on the wall of the TC device.

Career Highlights

Dmitri Eskin is currently employed at Schlumberger Technology Corporation, where he applies his expertise in fluid dynamics. His work focuses on advancing technologies that improve the understanding of fluid behavior in various industrial applications. His innovative contributions have positioned him as a key figure in his field.

Collaborations

Dmitri has collaborated with notable colleagues, including Dingzheng Yang and Shawn David Taylor. These partnerships have fostered a collaborative environment that encourages innovation and the sharing of ideas.

Conclusion

Dmitri Eskin's work in fluid dynamics and his patented methods for studying emulsion stability represent significant advancements in the field. His contributions continue to influence research and applications in fluid mechanics.

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