Burlington, MA, United States of America

Magnus Ringh


Average Co-Inventor Count = 5.0

ph-index = 1

Forward Citations = 20(Granted Patents)


Company Filing History:


Years Active: 2009

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1 patent (USPTO):Explore Patents

Title: Innovations by Magnus Ringh

Introduction

Magnus Ringh is an accomplished inventor based in Burlington, MA (US). He has made significant contributions to the field of multiphysics modeling through his innovative patent. His work focuses on the automatic derivation of partial differential equations associated with coupled physical quantities.

Latest Patents

Magnus Ringh holds a patent titled "Method and apparatus for the specification and automatic derivation of partial differential equations associated with coupled physical quantities in a multiphysics problem." This patent describes a system for representing and modeling various systems, where each system corresponds to an application mode. The system allows for the modeling of physical quantities using a graphical user interface, enabling users to define physical properties in terms of numerical values, constants, and mathematical expressions. The patent emphasizes the automated technique for deriving combined partial differential equations and boundary conditions, enhancing the efficiency of multiphysics modeling.

Career Highlights

Magnus Ringh is associated with Comsol AB, a company known for its advanced simulation software. His work at Comsol AB has been instrumental in developing tools that facilitate the modeling of complex physical systems. With a focus on multiphysics problems, he has contributed to the advancement of simulation technologies that are widely used in various industries.

Collaborations

Magnus has collaborated with notable colleagues, including Lars Langemyr and Magnus Marklund. These collaborations have fostered an environment of innovation and have led to the development of cutting-edge solutions in the field of multiphysics modeling.

Conclusion

Magnus Ringh's contributions to the field of multiphysics modeling through his patent and work at Comsol AB highlight his role as a significant innovator. His advancements in the automatic derivation of partial differential equations are paving the way for more efficient modeling techniques in various applications.

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