Franklin, TN, United States of America

Ryan Margate Pastrana

USPTO Granted Patents = 2 

Average Co-Inventor Count = 5.5

ph-index = 1

Forward Citations = 1(Granted Patents)


Company Filing History:


Years Active: 2021-2022

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2 patents (USPTO):Explore Patents

Title: Ryan Margate Pastrana: Innovator in Filter Technology

Introduction

Ryan Margate Pastrana is a notable inventor based in Franklin, TN (US). He has made significant contributions to the field of filter technology, holding 2 patents that showcase his innovative approach to filter media and systems.

Latest Patents

Pastrana's latest patents include advancements in filter media packs and methods of making filter media presses. One patent focuses on presses that utilize planar or curved press plates, which can be driven toward and away from each other through linear reciprocating movement. This design allows for the pressing of filter media sheets without the need for rolls. The press plates can create various features such as embossments, ridges, grooves, and pleated packs. Another patent addresses filter systems that incorporate large filters, which are too cumbersome for manual handling. These systems utilize filter positioning units for maintenance and include sensors for remote monitoring, enhancing the efficiency and longevity of the filters.

Career Highlights

Ryan Pastrana is currently employed at Parker-Hannifin Corporation, where he continues to develop innovative solutions in filter technology. His work has significantly impacted the efficiency and effectiveness of filter systems in various applications.

Collaborations

Pastrana collaborates with talented individuals such as Jason LaMarr Tate and Thomas B Green, contributing to a dynamic team focused on advancing filter technology.

Conclusion

Ryan Margate Pastrana is a distinguished inventor whose work in filter technology has led to innovative patents that improve the functionality and maintenance of filter systems. His contributions continue to shape the industry and enhance the efficiency of filtration processes.

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