Company Filing History:
Years Active: 2019
Title: Thomas Kurz: Innovator in Beverage Clarification Methods
Introduction
Thomas Kurz is a notable inventor based in Pforzheim, Germany. He has made significant contributions to the field of beverage production, particularly in the clarification processes used in brewing. His innovative approach aims to enhance the quality of beer by effectively removing haze components from the beverage liquid.
Latest Patents
Thomas Kurz holds a patent for a clarification method specifically designed for beverage liquids, with a focus on beer production. This method involves subjecting the beverage liquid to a clarification process after fermentation, which serves to eliminate active haze components. The clarified liquid is then transferred to a maturation vessel for storage during the maturation period. A key aspect of his invention is the introduction of a pectin-containing clarification agent, which improves filtration performance. This agent is added to the beverage liquid on its way to the maturation vessel, where the majority of the pectin is subsequently removed before the liquid enters the maturation phase. He has 1 patent to his name.
Career Highlights
Thomas Kurz is affiliated with the Technische Universität Berlin, where he continues to engage in research and development in the field of beverage technology. His work has been instrumental in advancing methods that improve the quality and clarity of beer, making him a valuable asset in the brewing industry.
Collaborations
Throughout his career, Thomas has collaborated with esteemed colleagues such as Frank-Jürgen Methner and Thomas Kunz. These partnerships have fostered innovation and have contributed to the successful development of his patented methods.
Conclusion
Thomas Kurz is a pioneering inventor whose work in beverage clarification methods has made a significant impact on the brewing industry. His innovative techniques enhance the quality of beer production, showcasing the importance of research and development in this field.