导纳矩阵.txt

牛顿-拉夫逊法潮流计算的算法实现

导纳矩阵对角元:
1  6.76552+-21.2316j
2  9.75228+-30.6487j
3  9.73632+-29.1379j
4  16.3141+-55.5094j
5  4.08998+-12.1906j
6  22.3416+-82.8291j
7  6.54423+-18.4567j
8  7.73329+-26.5275j
9  0+-18.7063j
10  13.462+-41.3838j
11  0+-4.80769j
12  6.57396+-24.4242j
13  0+-7.14286j
14  4.01752+-5.4243j
15  9.3655+-16.0116j
16  3.27106+-8.94513j
17  5.27511+-15.1582j
18  4.88649+-9.90618j
19  8.95804+-17.9835j
20  7.66718+-15.7501j
21  21.8765+-45.1084j
22  21.9345+-43.4829j
23  3.42975+-6.9653j
24  5.31184+-9.18826j
25  4.49572+-7.86498j
26  1.21653+-1.81714j
27  3.65228+-9.46044j
28  5.80682+-22.6715j
29  1.90759+-3.60436j
30  1.59951+-3.01733j

导纳矩阵非对角元:
12 -5.22465+15.6467j      13 -1.54087+5.63167j      
24 -1.70553+5.19738j      25 -1.13596+4.77248j      26 -1.68614+5.11648j      
34 -8.19545+23.5309j      
46 -6.41312+22.3112j      412 0+4.19126j      
57 -2.95402+7.44927j      
67 -3.59021+11.0261j      68 -6.28931+22.0126j      69 0+4.91584j      610 0+1.8561j      628 -4.36284+15.4636j      

828 -1.44398+4.54081j      
910 0+9.09091j      911 0+4.80769j      
1017 -3.95604+10.3174j      1020 -1.78483+3.98536j      1021 -5.10185+10.9807j      1022 -2.61932+5.40077j      

1213 0+7.14286j      1214 -1.52657+3.17343j      1215 -3.0954+6.09728j      1216 -1.952+4.10436j      

1415 -2.49095+2.25087j      
1518 -1.8108+3.68742j      1523 -1.96835+3.97606j      
1617 -1.31907+4.84077j      

1819 -3.07569+6.21876j      
1920 -5.88235+11.7647j      

2122 -16.7746+34.1277j      
2224 -2.54054+3.9544j      
2324 -1.46141+2.98924j      
2425 -1.30989+2.28762j      
2526 -1.21653+1.81714j      2527 -1.96929+3.76021j      

2728 0+2.60873j      2729 -0.995534+1.88101j      2730 -0.687456+1.29397j      

2930 -0.912053+1.72336j      

所对应的节点是进行编号之后的节点