Method for randomly storing non-zero elements and randomly symmetrical elimination to obtain node impedance of power system
A non-zero element, node impedance technology, applied in complex mathematical operations and other directions, can solve the problem of simplifying the calculation process and other problems
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Embodiment 1
[0088] Taking the 5th order matrix as an example, for Y(n,2n) and Y(n,d 1 ) The array Gaussian elimination steps are compared. Table 3 shows the 5th order matrix Y(n, 2n) and Y(n, d 1 ) The initial state of the array.
[0089] (1) Y(n, 2n) and Y(n, d 1 ) The initial state of the upper triangle of the array
[0090] Y(n,2n) array is arranged sequentially, while Y(n,d 1 ) The array is arranged randomly (the same below); Y(n,d 1 ) The number of non-zero non-diagonal elements in the first row of the array is S′ 1 =3, the column number of the related node is l in the order of generation 1 =[4,5,2]; second line S′ 2 = 2, l 2 =[5,3]; the third line S′ 3 = 1, l 3 =[4]; the fourth line S′ 4 = 1, l 4 =[5]; the fifth line S′ 5 =0. For simplicity, let y ij =g ij +jb ij ; Y(n,d 1 ) The second column of each group in the array is the element y′ before normalization ij , The third column is the normalized element y″ ij . Y(n,2n) and Y(n,d 1 ) The state of the array elements is shown in Table...
Embodiment 2
[0119] Example 2. For IEEE-30, -57, -118, and -300 systems, the traditional Gaussian elimination method and the method of this application are used to obtain the Z matrix, and the comparison results of the calculation time are shown in Table 8.
[0120] Table 8 Comparison of the calculation time of the traditional method and the method of this application for solving the Z matrix
[0121]
[0122] t 1r : Reading time of Y(n,2n) structure data file;
[0123] t 2r : Reading time of Y(n,d) structure data file;
[0124] t 2r / t 1r :The percentage of time reading Y(n,d) and reading Y(n,2n);
[0125] t 1f : The calculation time of the previous generation process of the traditional Gaussian elimination method;
[0126] t 2f : The calculation time of the previous generation process of this application method;
[0127] t 2f / t 1f : The percentage of calculation time between this application method and the previous generation process of the traditional Gaussian elimination method;
[0128] t 1fb :...
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