Company Filing History:
Years Active: 2010
Title: Erin K Bauknight: Innovator in Turbine Technology
Introduction
Erin K Bauknight is a prominent inventor based in Seneca, SC (US). She has made significant contributions to the field of turbine technology, holding 2 patents that focus on improving turbine efficiency and performance. Her work is instrumental in advancing the capabilities of turbine systems.
Latest Patents
Erin's latest patents include innovative methods for optimizing turbine operations. One of her patents, titled "Determining optimal turbine operating temperature based on creep rate data and predicted revenue data," outlines a method for operating turbines more economically. This method involves gathering measured creep data for turbine blades at various operating temperatures and determining the most economically efficient temperature for operation.
Another notable patent is "Method and systems for measuring blade deformation in turbines." This invention provides a method for determining the radial deformation of turbine blades using proximity sensors. The process includes taking initial and subsequent measurements of the blade while the turbine operates, allowing for real-time monitoring of blade deformation.
Career Highlights
Erin K Bauknight is currently employed at General Electric Company, where she applies her expertise in turbine technology. Her innovative approaches have contributed to the company's advancements in energy efficiency and turbine performance.
Collaborations
Throughout her career, Erin has collaborated with notable colleagues, including Scott Mordin Hoyte and Eric Gebhardt. These collaborations have fostered a creative environment that encourages innovation and the development of cutting-edge technologies.
Conclusion
Erin K Bauknight is a trailblazer in turbine technology, with her patents reflecting her commitment to enhancing turbine efficiency and performance. Her work at General Electric Company and collaborations with esteemed colleagues further solidify her impact in the field.