Company Filing History:
Years Active: 2025
Title: Innovations by Tyler Ernest
Introduction
Tyler Ernest is an accomplished inventor based in Cedar Springs, MI (US). He has made significant contributions to the field of material handling systems through his innovative ideas and patents. His work focuses on improving the efficiency and safety of transporting items within these systems.
Latest Patents
Tyler holds a patent for a "System and method for identifying and transporting non-conveyable items." This patent describes an assessment system that determines whether an item handled in a material handling system is stable and conveyable or unstable and non-conveyable. The system utilizes a dimension sensor system, including photo arrays, to measure contact region dimensions between an item being conveyed and the conveyor surface. By observing the contact region under various conveyance rates, the system can identify items that may affect the operation of the system or cause damage.
Career Highlights
Tyler is currently employed at Dematic GmbH, where he applies his expertise in material handling systems. His innovative approach has led to the development of solutions that enhance operational efficiency and safety in the industry. With a focus on practical applications, Tyler's work has garnered attention for its potential to revolutionize how items are transported in various settings.
Collaborations
Tyler collaborates with talented professionals in his field, including Harry Thad German and Jeffrey D. Miller. These partnerships foster an environment of creativity and innovation, allowing for the exchange of ideas and the development of cutting-edge solutions.
Conclusion
Tyler Ernest is a notable inventor whose work in material handling systems has the potential to significantly impact the industry. His patent for identifying and transporting non-conveyable items showcases his commitment to innovation and efficiency. Through his career at Dematic GmbH and collaborations with other professionals, Tyler continues to push the boundaries of what is possible in this field.