Location History:
- Pessac, FR (2019 - 2022)
- Merignac, FR (2020 - 2022)
- Mérignac, FR (2023 - 2024)
Company Filing History:
Years Active: 2019-2024
Title: Vincent Corretja: Innovator in Radar Technology
Introduction
Vincent Corretja is a prominent inventor based in Pessac, France, known for his significant contributions to radar technology. With a total of 11 patents to his name, he has developed innovative methods that enhance the capabilities of radar systems in various environments.
Latest Patents
One of his latest patents is a method for determining the detection threshold of a radar suited to a given environment. This invention involves selecting a set of statistical quantities that characterize the environment, defining functions that provide intermediate detection thresholds, and combining these thresholds to achieve a final detection threshold. Another notable patent is a method for measuring wave height using an airborne radar. This method includes several steps, such as pointing the radar antenna, determining a clutter acquisition plan based on the aircraft's altitude, and calculating average values of Doppler parameters to estimate wave height. The estimated wave height is then transmitted to the aircraft to assist in determining water landing conditions.
Career Highlights
Vincent Corretja works at Thales, a leading company in advanced technology solutions. His work at Thales has allowed him to push the boundaries of radar technology and contribute to the safety and efficiency of aviation.
Collaborations
Throughout his career, Vincent has collaborated with notable colleagues, including Richard Montigny and Gilles Guerrini. These collaborations have fostered an environment of innovation and have led to the development of groundbreaking technologies in radar systems.
Conclusion
Vincent Corretja's work in radar technology exemplifies the impact of innovative thinking in enhancing aviation safety and efficiency. His patents reflect a deep understanding of radar systems and their applications in real-world scenarios.