Company Filing History:
Years Active: 2020-2025
Title: Haiming Ouyang: Innovator in Optical Network Technologies
Introduction
Haiming Ouyang is a notable inventor based in Shenzhen, China. He has made significant contributions to the field of optical networks, holding two patents that showcase his innovative approach to technology. His work focuses on enhancing the efficiency and functionality of optical communication systems.
Latest Patents
Haiming Ouyang's latest patents include an ONU migration detection method, OLT, ONU, and storage medium. This method involves receiving first identification information from an Optical Network Unit (ONU), which uniquely identifies a historical position accessed by the ONU. The process includes acquiring second identification information based on the current position of the ONU and comparing it with the first identification information. If a mismatch occurs, it indicates that ONU migration has taken place. Another significant patent is for a method and system for allocating wavelength channels in a Passive Optical Network (PON) and an Optical Line Terminal (OLT). This innovation allows an OLT to acquire pre-set wavelength channel priority information and ONU priority information, enabling each ONU to selectively access a corresponding wavelength channel based on established rules.
Career Highlights
Haiming Ouyang has worked with prominent companies in the telecommunications sector, including ZTE Corporation and Xi'an Zhongxing New Software Co., Ltd. His experience in these organizations has contributed to his expertise in optical network technologies and innovations.
Collaborations
Haiming has collaborated with talented individuals such as Lina Fu and Xiaohua Wang, further enhancing his work in the field of optical networks.
Conclusion
Haiming Ouyang's contributions to optical network technologies through his patents and career achievements highlight his role as an influential inventor in the industry. His innovative methods continue to shape the future of optical communication systems.