Munich, Georgia

Roland Pfister


Average Co-Inventor Count = 2.7

ph-index = 1

Forward Citations = 1(Granted Patents)


Company Filing History:


Years Active: 2015-2019

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2 patents (USPTO):Explore Patents

Title: Roland Pfister: Innovator in Printing Technology

Introduction

Roland Pfister is a notable inventor based in Munich, Germany. He has made significant contributions to the field of printing technology, particularly in temperature control systems for printing machines. With a total of 2 patents, his work has advanced the efficiency and functionality of printing processes.

Latest Patents

Pfister's latest patents include a temperature control assembly designed to manage the temperature of functional parts of a printing machine. This innovative assembly features multiple sub-circuits, each capable of individual temperature control. The assembly is equipped with temperature control fluid outlets and inlets, allowing for the connection of functional parts to an external temperature control sub-circuit. Additionally, he has developed a printing system that integrates this temperature control assembly, enhancing the overall performance of printing machines.

Career Highlights

Roland Pfister is currently employed at Koenig & Bauer Aktiengesellschaft, a leading company in the printing industry. His work focuses on developing advanced technologies that improve the operational capabilities of printing machines. His expertise in temperature control systems has positioned him as a key figure in the innovation of printing technology.

Collaborations

Pfister collaborates with talented professionals such as Daniela Müller and Burkard Otto Herbert. Together, they work on projects that push the boundaries of printing technology and enhance the efficiency of printing processes.

Conclusion

Roland Pfister's contributions to the field of printing technology through his innovative patents and collaborative efforts have made a lasting impact. His work continues to shape the future of printing systems, ensuring they operate at optimal efficiency.

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