Company Filing History:
Years Active: 2018
Title: Innovations of Tom Taylor in Height Measurement Technology.
Introduction
Tom Taylor is an accomplished inventor based in Atlanta, GA. He has made significant contributions to the field of height measurement technology. His innovative approach has led to the development of a unique patent that enhances the accuracy of height determination for various devices.
Latest Patents
Tom Taylor holds a patent for a "Method and system for determining the height of a device above ground." This invention updates a value representing the device's current height when it detects a height change. The device utilizes slope calculations from collected barometric pressure data samples to determine height changes during periods of significant slope variation. It also analyzes a predetermined number of barometric pressure sensor data samples before and after a height change. The device evaluates the difference between the averages of these samples to ascertain height changes. Additionally, it can select between two methods for height determination based on specific criteria. If movement is detected, the device de-energizes its GPS circuit and resets the height value to zero when placed on a charger.
Career Highlights
Tom Taylor is currently employed at Verizon Telematics Inc., where he continues to innovate and develop new technologies. His work focuses on enhancing the functionality and accuracy of telematics devices. With a strong background in engineering and technology, Tom has established himself as a key player in his field.
Collaborations
Tom collaborates with James Ronald Barfield, a fellow innovator at Verizon Telematics Inc. Together, they work on advancing telematics solutions and improving device performance.
Conclusion
Tom Taylor's contributions to height measurement technology exemplify the spirit of innovation. His patent reflects a deep understanding of both engineering principles and practical applications. Through his work at Verizon Telematics Inc., he continues to push the boundaries of what is possible in the field.