Siavash N Meshkat

Title: Siavash N Meshkat: Innovator in Mesh Representation and Subdivision Methods

Introduction

Siavash N Meshkat is a prominent inventor based in San Jose, California. He has made significant contributions to the field of computer graphics and finite element analysis through his innovative methods and systems. With a total of 5 patents to his name, Meshkat continues to push the boundaries of technology.

Latest Patents

One of his latest patents is titled "Method and system for producing mesh representations of objects." This invention provides a method for creating a mesh representation of arbitrarily shaped objects, which is particularly useful for finite element analysis. The method identifies elements of a mesh, such as tetrahedral meshes, and merges them into target elements based on predetermined criteria. This process reduces the total number of elements in the mesh, enhancing efficiency.

Another notable patent is the "Parallel method for subdivision of arbitrary curved solids." This invention outlines a method for subdividing complex objects into geometric elements with simple topologies. The approach facilitates further subdivision into tetrahedra, making it suitable for finite element calculations. The method employs parallel processing to optimize the subdivision process, ensuring that the representation meets the necessary definitions for geometric cells.

Career Highlights

Siavash N Meshkat is currently employed at International Business Machines Corporation (IBM), where he applies his expertise in innovative technologies. His work at IBM has allowed him to contribute to various projects that leverage his patented methods for improved computational efficiency.

Collaborations

Throughout his career, Meshkat has collaborated with notable colleagues, including James M Ruppert and Lee Richard Nackman. These collaborations have further enriched his work and expanded the impact of his inventions in the field.

Conclusion

Siavash N Meshkat is a distinguished inventor whose contributions to mesh representation and subdivision methods have advanced the field of computer graphics and finite element analysis. His innovative patents and work at IBM exemplify his commitment to technological advancement.