Method and system for assessing power grid panel point reliability
A reliable and node-based technology, applied in the field of electric power, can solve problems such as long calculation time and complexity
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Embodiment 1
[0041] Such as figure 2 As shown, the system to be evaluated has two voltage levels. Define the reliability coefficient of the line as follows: the reliability coefficient of the 220KV single-circuit line is 0.95, the reliability coefficient of the 220KV double-circuit line on different towers is 0.99, the reliability coefficient of the 110KV single-circuit line is 0.95, and the reliability coefficient of the 110KV double-circuit line on the same tower The reliability coefficient is 0.985; the node reliability coefficient is defined as: the reliability coefficient of the 220KV substation is 0.99, and the reliability coefficient of the 110KV substation is 0.99. What needs to be added is that the definition of the correlation coefficient in the embodiment is only an example to illustrate the present invention, and different definitions can be made according to the actual situation in actual operation, but all are within the protection scope of this patent.
[0042] The above d...
Embodiment 2
[0061] Such as image 3 As shown, the system to be evaluated has 3 voltage levels. Define the reliability coefficient of the line as follows: the reliability coefficient of the 220KV single-circuit line is 0.95, the reliability coefficient of the 220KV double-circuit line on different towers is 0.99, the reliability coefficient of the 110KV single-circuit line is 0.95, and the reliability coefficient of the 110KV double-circuit line on the same tower The reliability coefficient is 0.985, and the reliability coefficient of 35KV single-circuit line is 0.95; the reliability coefficient of defined nodes is: the reliability coefficient of 220KV substation is 0.99, the reliability coefficient of 110KV substation is 0.99, and the reliability coefficient of 35KV substation is 0.98.
[0062] The above definitions are included in the obtained component information. According to the above definitions, there are:
[0063] First, determine the reliability parameters of 220KV substations 1...
Embodiment 3
[0072] This embodiment still uses image 3 The system and the definition of the reliability coefficient are the same as those in Embodiment 2, but the difference is that this embodiment simulates the disconnection of the line between substation 2 and substation 3 for maintenance. at this time:
[0073] Reliability parameters of 220KV substations 1 and 2:
[0074] R 1 = [0.9703, 0.9703];
[0075] Reliability parameters of 110KV substation:
[0076] R23=[1-(1-R 1 *C 213 )]*B 3 =0.9126;
[0077] Then calculate the reliability parameters of the 35KV substation:
[0078] R 34 =[1-(1-R 23 *C 334 )]*B 4 =0.8496;
[0079] It can be seen that the reliability of the 110KV substation and the 35KV substation has dropped significantly due to the maintenance of the line. At this time, judge the reliability index of the nodes. For example, the 110KV substation needs to reach a reliability of 0.97, and the 35KV substation needs to reach a reliability of 0.90. Then, substations 3...
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