This inventor holds 2 USPTO granted patents. Active years: 2024.
Years Active: 2024
Title: Murugappan Senthivelan: Innovator in Trigonometric and Elementary Function Calculations.
Introduction
Murugappan Senthivelan is a notable inventor based in Fanwood, NJ (US). He has made significant contributions to the field of hardware-efficient calculations, particularly in trigonometric and elementary functions. With a total of 2 patents, his work showcases innovative approaches to computational efficiency.
Latest Patents
Senthivelan's latest patents include a "Device and method for hardware-efficient adaptive calculation of floating-point trigonometric functions using coordinate rotate digital computer (CORDIC)." This invention features a system and an accelerator circuit that includes a register file for storing trigonometric calculation instructions and floating-point input values. The accelerator circuit is designed to identify the trigonometric function and determine if the input value falls within a small range, allowing for efficient approximation of the function.
Another significant patent is the "Device and method for calculating elementary functions using successive cumulative rotation circuit." This system also includes an accelerator circuit with a register file for evaluating elementary functions. It employs a successive cumulative rotation circuit that can be reconfigured based on the type of elementary function being evaluated, enhancing the efficiency of calculations.
Career Highlights
Throughout his career, Senthivelan has focused on developing innovative solutions that improve computational methods. His patents reflect a deep understanding of both hardware and software integration, aimed at optimizing performance in various applications.
Collaborations
Senthivelan has collaborated with talented individuals such as Mayan Moudgill and Pablo Balzola. Their combined expertise has contributed to the successful development of his patented technologies.
Conclusion
Murugappan Senthivelan stands out as an inventor dedicated to advancing the field of computational efficiency through his innovative patents. His work continues to influence the way trigonometric and elementary functions are calculated in modern technology.