Invention Grant
- Patent Title: Current differential protection method for self-adaptive half-wavelength line based on time-difference method
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Application No.: US16062515Application Date: 2016-07-11
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Publication No.: US10985547B2Publication Date: 2021-04-20
- Inventor: Xuming Liang , Yarong Guo , Huanzhang Liu , Xiao Li , Zexin Zhou , Dingxiang Du , Delin Wang , Jing Li , Huixin Li , Zhongqing Li
- Applicant: CHINA ELECTRIC POWER RESEARCH INSTITUTE COMPANY LIMITED , STATE GRID CORPORATION OF CHINA , CENTRAL CHINA BRANCH OF STATE GRID CORPORATION OF CHINA
- Applicant Address: CN Beijing; CN Beijing; CN Wuhan
- Assignee: CHINA ELECTRIC POWER RESEARCH INSTITUTE COMPANY LIMITED,STATE GRID CORPORATION OF CHINA,CENTRAL CHINA BRANCH OF STATE GRID CORPORATION OF CHINA
- Current Assignee: CHINA ELECTRIC POWER RESEARCH INSTITUTE COMPANY LIMITED,STATE GRID CORPORATION OF CHINA,CENTRAL CHINA BRANCH OF STATE GRID CORPORATION OF CHINA
- Current Assignee Address: CN Beijing; CN Beijing; CN Wuhan
- Agency: Arent Fox LLP
- Agent Michael Fainberg
- Priority: CN201610066743.8 20160129
- International Application: PCT/CN2016/089672 WO 20160711
- International Announcement: WO2017/128631 WO 20170803
- Main IPC: H02H3/04
- IPC: H02H3/04 ; H02H3/30

Abstract:
A current differential protection method for a self-adaptive half-wavelength line based on a time-difference method. Since an electrical distance of half-wavelength power transmission is long, after a fault occurs, there is an obvious time difference between the actuation times for protecting starting elements at two sides of a line. According to the principles of wave propagation, the position of a fault point can be determined by means of a difference between the actuation times for protecting the starting elements at the two sides of the line. By means of taking the fault point as a differential point, a current value at the differential point can be obtained according to a long line equation by means of the voltage and current at protection-mounted positions at the two sides of the line, and a differential current is then calculated.
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