Madison, WI, United States of America

Nathan M Mitchell

This inventor holds 1 USPTO granted patent. Top assignee: Wisconsin Alumni Research Foundation. Active years: 2019.


% Patents Active = 100.0

Average Co-Inventor Count = 3.0

ph-index = 1

Forward Citations = 2(Granted Patents)


Company Filing History:


Years Active: 2019

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1 patent (USPTO):Explore Patents

Title: Nathan M Mitchell: Innovator in Nonlinear Elastic Body Simulation

Introduction

Nathan M Mitchell is an accomplished inventor based in Madison, WI (US). He has made significant contributions to the field of simulation technology, particularly in the area of nonlinear elastic bodies. His innovative work has led to the development of a patent that enhances the understanding and modeling of material deformations.

Latest Patents

Nathan M Mitchell holds a patent titled "Systems, methods and media for simulating deformations of nonlinear elastic bodies." This patent outlines a method that involves determining a stiffness matrix for a model of a nonlinear elastic solid. The process includes converting the stiffness matrix into block form, receiving input corresponding to forces applied to the model, and determining displacements of nodes based on this input. The method ultimately allows for the presentation of the model using updated positions of the cells, providing a more accurate simulation of material behavior.

Career Highlights

Nathan is associated with the Wisconsin Alumni Research Foundation, where he applies his expertise in simulation technology. His work has been instrumental in advancing the capabilities of modeling nonlinear elastic materials, which has applications in various fields, including engineering and materials science.

Collaborations

Nathan has collaborated with notable colleagues such as Eftychios Sifakis and Michael S Doescher. Their combined efforts contribute to the innovative research and development within the field of simulation technologies.

Conclusion

Nathan M Mitchell is a key figure in the advancement of simulation methods for nonlinear elastic bodies. His patent and collaborative efforts reflect his commitment to innovation and excellence in his field.

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