迭代结果.txt

牛顿-拉夫逊法潮流计算的算法实现

          第-858993460次迭代:
----------------------------------------
节点编号      电压实部       电压虚部
          第1次迭代:
----------------------------------------
节点编号      电压实部       电压虚部
1             0.955          -0.244256
2             0.972293          -0.247526
3             0.969672          -0.241216
4             0.998          -0.177975
5             1.00318          -0.170847
6             0.99          -0.215607
7             0.989465          -0.22541
8             1.015          -0.0851295
9             1.05454          0.0493845
10             1.05          0.198066
11             0.986092          -0.222826
12             0.99          -0.229201
13             0.969922          -0.246917
14             0.983916          -0.245061
15             0.97          -0.246014
16             0.985283          -0.238317
17             0.998229          -0.210887
18             0.973          -0.241938
19             0.963          -0.247765
20             0.96328          -0.242669
21             0.966317          -0.217286
22             0.978382          -0.175928
23             1.00456          -0.0928796
24             0.992          -0.101025
25             1.05          0.0347932
26             1.015          0.0649399
27             0.968          -0.176075
28             0.963335          -0.2114
29             0.964676          -0.228045
30             0.993383          -0.125753
31             0.967          -0.218825
32             0.964          -0.185515
33             0.973633          -0.26844
34             0.986          -0.258105
35             0.981508          -0.269074
36             0.98          -0.263511
37             0.994779          -0.254474
38             0.971701          -0.169101
39             0.972924          -0.313716
40             0.97          -0.323433
41             0.968028          -0.342598
42             0.985          -0.315348
43             0.980912          -0.269392
44             0.989042          -0.237429
45             0.990356          -0.209968
46             1.005          -0.165921
47             1.0194          -0.130935
48             1.02128          -0.14004
49             1.025          -0.125397
50             1.00259          -0.157897
51             0.970294          -0.202003
52             0.960583          -0.217644
53             0.949541          -0.233757
54             0.955          -0.209408
55             0.952          -0.21365
56             0.954          -0.210886
57             0.972563          -0.20074
58             0.961901          -0.214802
59             0.985          -0.147999
60             0.993439          -0.0871812
61             0.995          -0.0715515
62             0.998          -0.0824444
63             0.971357          -0.0939321
64             0.985501          -0.0649854
65             1.005          -0.013524
66             1.05          -0.0127254
67             1.02085          -0.0583425
68             1.00325          -0.0227388
69             1.035          0
70             0.984          -0.106678
71             0.98705          -0.112672
72             0.98          -0.115057
73             0.991          -0.115228
74             0.958          -0.120486
75             0.970131          -0.105638
76             0.943          -0.113911
77             1.006          -0.0338721
78             1.0036          -0.0386887
79             1.00964          -0.0327942
80             1.04          0.00877364
81             0.997034          -0.0105711
82             0.99043          -0.0141267
83             0.986553          0.00957546
84             0.981261          0.0581585
85             0.985          0.0863433
86             0.987048          0.064122
87             1.015          0.0696655
88             0.989672          0.144746
89             1.005          0.217823
90             0.985          0.104553
91             0.98          0.10354
92             0.993          0.112089
93             0.989434          0.0574296
94             0.992621          0.0175614
95             0.983032          -0.00164189
96             0.994187          -0.00792213
97             1.01244          -0.00592029
98             1.02435          -0.0126731
99             1.01          -0.0126063
100             1.017          0.010022
101             0.994123          0.0385824
102             0.992682          0.086221
103             1.001          -0.0490693
104             0.971          -0.092583
105             0.965          -0.109708
106             0.964156          -0.118174
107             0.952          -0.157345
108             0.967542          -0.133533
109             0.96831          -0.14076
110             0.973          -0.150458
111             0.98          -0.123289
112             0.975          -0.20293
113             0.993          -0.2086
114             0.962229          -0.197437
115             0.9621          -0.197472
116             1.005          -0.0305043
117             0.974851          -0.257706
118             0.952594          -0.120092
          第2次迭代:
----------------------------------------
节点编号      电压实部       电压虚部
1             0.906816          -0.310518
2             0.924692          -0.30733
3             0.922981          -0.300626
4             0.969918          -0.246457
5             0.975711          -0.239876
6             0.951822          -0.283107
7             0.948838          -0.290455
8             1.00559          -0.154806
9             1.04549          -0.027924
10             1.04778          0.110795
11             0.945531          -0.286645
12             0.947868          -0.296584
13             0.922261          -0.304538
14             0.937714          -0.306781
15             0.923258          -0.307304
16             0.940195          -0.300068
17             0.959803          -0.27305
18             0.927666          -0.303287
19             0.915643          -0.307948
20             0.914728          -0.292817
21             0.922962          -0.267389
22             0.944601          -0.228198
23             0.990241          -0.150026
24             0.981749          -0.151168
25             1.05157          -0.0300632
26             1.01692          0.00248486
27             0.940566          -0.238861
28             0.926464          -0.265914
29             0.923409          -0.282588
30             0.970238          -0.185516
31             0.928069          -0.281449
32             0.934295          -0.247115
33             0.920885          -0.318537
34             0.938048          -0.312236
35             0.93048          -0.317818
36             0.930118          -0.317269
37             0.946283          -0.306685
38             0.939928          -0.213874
39             0.906682          -0.355128
40             0.90002          -0.371593
41             0.89366          -0.378274
42             0.920574          -0.35891
43             0.930263          -0.311325
44             0.948398          -0.27249
45             0.957776          -0.242303
46             0.985957          -0.198306
47             1.00477          -0.161882
48             1.00611          -0.176011
49             1.01322          -0.158978
50             0.983547          -0.190611
51             0.940618          -0.227757
52             0.927002          -0.24102
53             0.91233          -0.254057
54             0.925061          -0.241239
55             0.920947          -0.245192
56             0.923666          -0.242665
57             0.944471          -0.227147
58             0.929841          -0.238573
59             0.969122          -0.179675
60             0.986788          -0.116197
61             0.990311          -0.10098
62             0.992154          -0.111988
63             0.961688          -0.120204
64             0.979847          -0.0918493
65             1.00456          -0.0390993
66             1.04955          -0.0436232
67             1.01625          -0.0893461
68             1.00259          -0.0414066
69             1.035          0
70             0.97615          -0.125749
71             0.978104          -0.133029
72             0.969134          -0.15008
73             0.981746          -0.137203
74             0.948183          -0.138302
75             0.960224          -0.118647
76             0.933695          -0.133986
77             1.00467          -0.0562901
78             1.0018          -0.0614598
79             1.00792          -0.0565388
80             1.04018          -0.0174543
81             0.996547          -0.0315567
82             0.988294          -0.046233
83             0.9849          -0.0255511
84             0.980443          0.0179661
85             0.984857          0.0448056
86             0.987387          0.021357
87             1.01557          0.0265653
88             0.98369          0.0984848
89             0.99169          0.170321
90             0.984357          0.0583379
91             0.979304          0.0583596
92             0.991707          0.0674968
93             0.988168          0.0153658
94             0.991381          -0.0217852
95             0.981092          -0.0382537
96             0.992537          -0.0416435
97             1.01127          -0.0358958
98             1.02307          -0.0447863
99             1.00945          -0.0504196
100             1.01737          -0.0329948
101             0.993706          -0.00504963
102             0.991736          0.0415075
103             0.997532          -0.095291
104             0.962189          -0.138697
105             0.953459          -0.156372
106             0.948777          -0.160176
107             0.931197          -0.204542
108             0.951054          -0.176722
109             0.950466          -0.184419
110             0.953764          -0.199628
111             0.965966          -0.173196
112             0.943689          -0.251904
113             0.957724          -0.272225
114             0.929281          -0.251896
115             0.929117          -0.251977
116             1.00397          -0.0491041
117             0.924019          -0.317433