Olathe, KS, United States of America

Kendall D Foos


Average Co-Inventor Count = 2.5

ph-index = 3

Forward Citations = 37(Granted Patents)


Company Filing History:


Years Active: 2002-2010

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3 patents (USPTO):Explore Patents

Title: The Innovative Contributions of Kendall D Foos

Introduction

Kendall D Foos is a notable inventor based in Olathe, Kansas, recognized for her contributions to the field of engineering. With a total of 3 patents to her name, she has made significant advancements in flow measurement technology. Her work has been instrumental in enhancing the efficiency and accuracy of fluid flow systems.

Latest Patents

One of her latest patents is the "Electronic flow characteristic indicating flow meter." This invention features sensors that determine the temperature and flow rate of a fluid. It calculates the corresponding Reynolds number to assess whether the flow is turbulent or laminar. A display indicates the flow characteristic based on the processor's analysis. Another significant patent is the "Rotary disc valve assembly for use with an injection mold cooling system." This rotary disc valve includes a housing with an inlet and outlet side, allowing for selective communication between inlet passages and outlet passages. The design ensures that fluid can flow efficiently through the valve, enhancing the functionality of cooling systems.

Career Highlights

Kendall has worked with reputable companies such as Burger & Brown Engineering, Inc. and Burger Engineering, Inc. Her experience in these organizations has contributed to her expertise in engineering and innovation.

Collaborations

Throughout her career, Kendall has collaborated with talented individuals, including Mark A Brown and Wayne A Priest. These partnerships have fostered a creative environment that has led to the development of her innovative patents.

Conclusion

Kendall D Foos is a remarkable inventor whose work has significantly impacted the engineering field. Her patents demonstrate her commitment to innovation and her ability to solve complex problems in fluid dynamics.

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