Company Filing History:
Years Active: 2022-2023
Title: Andraz Kravos: Innovator in Battery Diagnostics and Modeling
Introduction
Andraz Kravos is a notable inventor based in Ajdovščina, Slovenia. He has made significant contributions to the field of battery technology, particularly in diagnosing and modeling battery states. With a total of 2 patents, his work is paving the way for advancements in energy management systems.
Latest Patents
Kravos's latest patents include a computer-implemented method for diagnosing states of a battery. This method focuses on determining various states of a battery, such as State-of-Charge (SoC), State-of-Health (SoH), State-of-Energy (SoE), State-of-Power (SoP), State-of-Function (SoF), and State-of-Safety (SoS). The process involves a SoX diagnostics loop that utilizes a specific battery model and a model update loop to enhance the accuracy of the diagnostics.
Another significant patent is a computer-implemented method and data processing system for modeling, simulating, or emulating a battery. This method generates an equivalent electric circuit model of a battery, which includes detailed models of the battery's cathode and anode. The design incorporates various components such as current inlets, voltage sources, resistors, and capacitance, allowing for a comprehensive representation of battery behavior.
Career Highlights
Andraz Kravos is affiliated with the University of Ljubljana, where he contributes to research and development in battery technologies. His academic background and innovative mindset have positioned him as a key figure in the field.
Collaborations
Kravos has collaborated with notable colleagues, including Tomaz Katrasnik and Klemen Zelic. Their combined expertise enhances the research and development efforts within their projects.
Conclusion
Andraz Kravos is a prominent inventor whose work in battery diagnostics and modeling is making a significant impact in the energy sector. His innovative patents and collaborations reflect his commitment to advancing technology in this critical area.