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📄 迭代结果.txt

📁 牛顿-拉夫逊法潮流计算的算法实现
💻 TXT
📖 第 1 页 / 共 2 页
字号:
118             0.940331          -0.132704
          第3次迭代:
----------------------------------------
节点编号      电压实部       电压虚部
1             0.902886          -0.311188
2             0.921324          -0.307859
3             0.919636          -0.301181
4             0.966584          -0.248463
5             0.972351          -0.241911
6             0.948262          -0.284454
7             0.945384          -0.291601
8             1.00265          -0.157913
9             1.04247          -0.0308733
10             1.04448          0.107649
11             0.942134          -0.287745
12             0.944185          -0.297707
13             0.919025          -0.304983
14             0.934301          -0.307483
15             0.919824          -0.307955
16             0.936808          -0.30081
17             0.956621          -0.274194
18             0.924292          -0.304016
19             0.912247          -0.308522
20             0.911872          -0.292909
21             0.920262          -0.267728
22             0.94209          -0.229098
23             0.988084          -0.152088
24             0.980108          -0.153161
25             1.04948          -0.0332633
26             1.01501          -0.00061637
27             0.937652          -0.240508
28             0.92381          -0.266829
29             0.920626          -0.283268
30             0.967564          -0.187368
31             0.924823          -0.282493
32             0.931396          -0.248613
33             0.917925          -0.318501
34             0.935081          -0.312776
35             0.927716          -0.317985
36             0.927085          -0.317682
37             0.943367          -0.307069
38             0.937784          -0.214668
39             0.903575          -0.354136
40             0.896334          -0.37081
41             0.8905          -0.37655
42             0.917559          -0.358218
43             0.927797          -0.311164
44             0.946635          -0.272418
45             0.956428          -0.242433
46             0.985113          -0.198945
47             1.00399          -0.162521
48             1.00521          -0.176789
49             1.01246          -0.159846
50             0.982654          -0.191201
51             0.939647          -0.227844
52             0.925991          -0.240916
53             0.91132          -0.253732
54             0.923967          -0.241479
55             0.919834          -0.245378
56             0.922563          -0.242888
57             0.943587          -0.22732
58             0.928901          -0.238534
59             0.968358          -0.180303
60             0.98624          -0.117011
61             0.989775          -0.101843
62             0.991602          -0.112827
63             0.961165          -0.120894
64             0.979369          -0.0926329
65             1.00421          -0.0399494
66             1.04905          -0.0446464
67             1.01568          -0.0902348
68             1.00237          -0.0419997
69             1.035          0
70             0.975849          -0.126391
71             0.977736          -0.133771
72             0.968234          -0.151415
73             0.981351          -0.137957
74             0.947896          -0.138768
75             0.959984          -0.11901
76             0.933366          -0.134449
77             1.00439          -0.0569107
78             1.0015          -0.062077
79             1.0076          -0.0571756
80             1.03984          -0.0181897
81             0.996288          -0.0321869
82             0.987689          -0.0469958
83             0.984214          -0.0263744
84             0.97962          0.0170498
85             0.984025          0.0438337
86             0.986482          0.0203387
87             1.01468          0.0255131
88             0.982611          0.0977316
89             0.990531          0.169926
90             0.983337          0.0572358
91             0.978324          0.057304
92             0.99077          0.0665222
93             0.98727          0.01442
94             0.990551          -0.022704
95             0.980336          -0.0391005
96             0.991888          -0.0424525
97             1.01077          -0.0366561
98             1.02249          -0.0455992
99             1.00869          -0.0513643
100             1.01643          -0.0340528
101             0.99274          -0.00607097
102             0.990767          0.0405124
103             0.99636          -0.0962801
104             0.960933          -0.139469
105             0.952137          -0.157043
106             0.94762          -0.160625
107             0.929707          -0.204819
108             0.949831          -0.177167
109             0.949201          -0.184818
110             0.952214          -0.20005
111             0.964454          -0.173873
112             0.941938          -0.251756
113             0.954561          -0.273632
114             0.926752          -0.253055
115             0.926584          -0.253134
116             1.00377          -0.049695
117             0.920545          -0.317715
118             0.940072          -0.133032
          第4次迭代:
----------------------------------------
节点编号      电压实部       电压虚部
1             0.902876          -0.311191
2             0.921317          -0.307862
3             0.919628          -0.301184
4             0.966574          -0.248471
5             0.972342          -0.241918
6             0.948253          -0.284459
7             0.945376          -0.291607
8             1.00264          -0.157923
9             1.04246          -0.0308828
10             1.04447          0.107641
11             0.942125          -0.28775
12             0.944176          -0.297712
13             0.919018          -0.304986
14             0.934293          -0.307487
15             0.919816          -0.307959
16             0.9368          -0.300814
17             0.956613          -0.274199
18             0.924284          -0.30402
19             0.912239          -0.308526
20             0.911866          -0.292911
21             0.920257          -0.267731
22             0.942084          -0.229103
23             0.988078          -0.152095
24             0.980104          -0.153169
25             1.04947          -0.033274
26             1.015          -0.000627124
27             0.937644          -0.240514
28             0.923804          -0.266834
29             0.92062          -0.283273
30             0.967557          -0.187376
31             0.924816          -0.282498
32             0.931389          -0.248619
33             0.917919          -0.318503
34             0.935074          -0.312781
35             0.927711          -0.317988
36             0.927079          -0.317686
37             0.94336          -0.307073
38             0.937779          -0.214673
39             0.903569          -0.354135
40             0.896325          -0.370811
41             0.890494          -0.376547
42             0.917553          -0.358219
43             0.927792          -0.311167
44             0.946632          -0.27242
45             0.956426          -0.242435
46             0.985111          -0.198948
47             1.00398          -0.162523
48             1.00521          -0.176792
49             1.01246          -0.159849
50             0.982653          -0.191204
51             0.939646          -0.227846
52             0.92599          -0.240917
53             0.911319          -0.253733
54             0.923965          -0.241481
55             0.919833          -0.24538
56             0.922562          -0.24289
57             0.943586          -0.227322
58             0.9289          -0.238536
59             0.968357          -0.180306
60             0.986239          -0.117013
61             0.989774          -0.101846
62             0.991601          -0.11283
63             0.961165          -0.120896
64             0.979368          -0.0926355
65             1.00421          -0.039952
66             1.04905          -0.0446494
67             1.01568          -0.0902376
68             1.00237          -0.0420016
69             1.035          0
70             0.975849          -0.126393
71             0.977736          -0.133773
72             0.968231          -0.15142
73             0.98135          -0.13796
74             0.947896          -0.13877
75             0.959984          -0.119011
76             0.933366          -0.13445
77             1.00439          -0.0569123
78             1.0015          -0.0620785
79             1.0076          -0.0571772
80             1.03984          -0.0181915
81             0.996288          -0.0321887
82             0.987688          -0.0469975
83             0.984213          -0.0263762
84             0.979619          0.0170479
85             0.984024          0.0438317
86             0.986481          0.0203367
87             1.01468          0.0255109
88             0.98261          0.0977299
89             0.99053          0.169925
90             0.983336          0.0572335
91             0.978323          0.0573018
92             0.990769          0.0665201
93             0.987269          0.014418
94             0.99055          -0.0227059
95             0.980335          -0.0391024
96             0.991887          -0.0424543
97             1.01077          -0.0366579
98             1.02249          -0.0456011
99             1.00869          -0.0513663
100             1.01643          -0.0340549
101             0.992739          -0.00607304
102             0.990766          0.0405103
103             0.996359          -0.0962821
104             0.960931          -0.139471
105             0.952136          -0.157044
106             0.947619          -0.160627
107             0.929706          -0.20482
108             0.94983          -0.177168
109             0.9492          -0.184819
110             0.952212          -0.200051
111             0.964452          -0.173875
112             0.941936          -0.251757
113             0.954553          -0.273638
114             0.926746          -0.25306
115             0.926578          -0.253139
116             1.00377          -0.0496968
117             0.920538          -0.317718
118             0.940072          -0.133034

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