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  9.34796+-30.7354j
2  7.29258+-24.0101j
3  10.268+-36.0929j
4  30.3983+-132.798j
5  36.2253+-197.273j
6  14.0086+-63.4954j
7  17.123+-73.4728j
8  4.2907+-90.0402j
9  5.07873+-62.2402j
10  2.47246+-30.2428j
11  26.0438+-85.9823j
12  35.8231+-125.847j
13  4.95074+-16.2239j
14  5.36868+-17.6042j
15  18.2255+-59.8851j
16  4.17898+-16.4494j
17  23.2082+-106.864j
18  8.9314+-37.971j
19  14.3397+-54.3323j
20  4.1854+-19.398j
21  4.54885+-21.0844j
22  3.4157+-15.8306j
23  11.0447+-44.8719j
24  6.39575+-26.0361j
25  3.50121+-43.9987j
26  1.07107+-39.4794j
27  10.1714+-41.9241j
28  4.99894+-21.09j
29  11.4159+-37.263j
30  4.33505+-76.6521j
31  13.4998+-42.428j
32  13.5138+-49.4725j
33  4.14212+-13.8063j
34  40.4466+-141.901j
35  24.7849+-112.702j
36  31.5079+-127.273j
37  37.5986+-165.493j
38  2.49865+-58.21j
39  7.21827+-23.7497j
40  13.6032+-44.2302j
41  7.67561+-25.6204j
42  4.88399+-17.5623j
43  2.32957+-9.39803j
44  3.5499+-14.1505j
45  6.34153+-21.8229j
46  5.69165+-18.6604j
47  7.6356+-25.0966j
48  7.76348+-22.217j
49  26.9763+-91.0595j
50  6.5391+-18.416j
51  11.9276+-34.0003j
52  6.67355+-20.931j
53  3.11597+-13.5596j
54  35.4072+-128.343j
55  23.5477+-77.7227j
56  56.1958+-182.313j
57  5.61038+-15.797j
58  7.64571+-21.5262j
59  7.15877+-54.6365j
60  19.12+-94.902j
61  20.9046+-140.367j
62  12.0546+-54.8521j
63  4.26843+-77.6355j
64  7.19465+-120.645j
65  9.19613+-134.832j
66  7.14534+-61.6867j
67  3.87063+-17.5164j
68  30.1911+-386.471j
69  8.84266+-56.7906j
70  12.4359+-49.6845j
71  11.9427+-52.9861j
72  2.49307+-9.99181j
73  4.05401+-21.2472j
74  8.9329+-29.3405j
75  18.3813+-59.9668j
76  6.9397+-23.0245j
77  40.9627+-131.159j
78  31.1282+-112.874j
79  11.7339+-52.3564j
80  17.931+-96.7001j
81  4.25685+-79.6476j
82  16.5505+-52.3715j
83  12.3664+-37.2246j
84  8.94503+-18.9361j
85  12.6001+-41.557j
86  2.7856+-12.2186j
87  0.645448+-4.71134j
88  4.49242+-22.9468j
89  12.2714+-58.5j
90  6.95461+-25.2939j
91  5.51639+-18.1194j
92  16.9203+-68.9776j
93  7.0922+-23.2741j
94  20.0729+-65.5654j
95  11.6209+-37.7315j
96  16.894+-60.5038j
97  4.14773+-21.1697j
98  3.12691+-14.117j
99  3.61631+-16.3168j
100  18.4057+-69.5955j
101  3.53015+-16.0463j
102  5.62531+-25.5586j
103  9.9845+-33.9716j
104  9.2493+-35.1755j
105  18.8275+-64.7315j
106  6.92989+-26.2193j
107  2.92027+-9.976j
108  15.8153+-43.1369j
109  15.3993+-42.2163j
110  14.1669+-42.5266j
111  3.55742+-12.1984j
112  5.24852+-13.5684j
113  10.5951+-34.9057j
114  23.7104+-107.242j
115  23.1206+-104.524j
116  20.5835+-245.104j
117  1.59072+-6.75114j
118  10.8252+-35.8962j

导纳矩阵非对角元:
12 -2.7803+9.16674j      13 -6.56766+21.5867j      
212 -4.51228+14.864j      
35 -1.96818+8.82006j      312 -1.73212+5.72603j      
45 -26.356+119.5j      411 -4.04236+13.3069j      
56 -3.89193+17.6609j      58 0+38.0235j      511 -4.00922+13.4694j      
67 -10.1166+45.8445j      
712 -7.0064+27.6354j      
89 -2.60627+32.5784j      830 -1.68443+19.6972j      
910 -2.47246+30.8578j      

1112 -14.1814+46.7153j      1113 -3.8108+12.52j      
1214 -3.9372+12.947j      1216 -2.86293+11.2627j      12117 -1.59072+6.76904j      
1315 -1.13994+3.74463j      
1415 -1.43148+4.69142j      
1517 -6.33419+20.97j      1519 -7.07397+23.2262j      1533 -2.24595+7.35252j      
1617 -1.31605+5.22072j      
1718 -4.55296+18.693j      1730 0+26.8471j      1731 -1.77685+5.8591j      17113 -9.22812+30.4235j      
1819 -4.37844+19.2902j      
1920 -1.75928+8.16809j      1934 -1.12804+3.70515j      
2021 -2.42612+11.2556j      
2122 -2.12273+9.85191j      
2223 -1.29297+6.0112j      
2324 -5.18654+18.9021j      2325 -2.34821+12.0421j      2332 -2.21694+8.06351j      
2470 -0.0130509+2.43006j      2472 -1.19615+4.80422j      
2526 0+27.2688j      2527 -1.153+5.91003j      
2630 -1.07107+11.5284j      
2728 -2.49212+11.1383j      2732 -3.67892+12.1292j      27115 -2.84734+12.8651j      
2829 -2.50683+9.97442j      
2931 -8.90905+27.3046j      
3038 -1.57956+18.3828j      
3132 -2.8139+9.30097j      
32113 -1.36693+4.51199j      32114 -3.43713+15.5817j      
3337 -1.89617+6.48809j      
3436 -10.9683+33.7487j      3437 -26.9719+99.0374j      3443 -1.37835+5.6102j      
3536 -20.5396+93.5286j      3537 -4.24532+19.1811j      

3738 0+28.5205j      3739 -2.6169+8.64149j      3740 -1.86828+5.29292j      
3865 -0.919093+10.058j      
3940 -4.60137+15.1295j      
4041 -5.61593+18.8618j      4042 -1.51767+5.0042j      
4142 -2.05968+6.78187j      
4249 -1.30664+5.90271j      
4344 -0.951222+3.83931j      
4445 -2.59868+10.4527j      
4546 -2.00126+6.78429j      4549 -1.74159+4.73589j      
4647 -2.16241+7.227j      4648 -1.52798+4.80512j      
4749 -4.47196+14.6334j      4769 -1.00123+3.29552j      
4849 -6.2355+17.5918j      
4950 -4.19289+11.8092j      4951 -2.29994+6.48338j      4954 -1.76379+6.40774j      4966 -4.10509+20.9587j      4969 -0.858925+2.8253j      
5057 -2.34621+6.63276j      
5152 -5.24612+15.1956j      5158 -4.38155+12.3542j      
5253 -1.42744+5.76262j      
5354 -1.68853+7.83272j      
5455 -3.19827+13.3798j      5456 -27.8439+96.6942j      5459 -0.912744+4.16088j      
5556 -19.3786+59.9624j      5559 -0.970799+4.42073j      
5657 -3.26416+9.19295j      5658 -3.26416+9.19295j      5659 -2.44502+7.3553j      


5960 -1.43895+6.58197j      5961 -1.39125+6.36245j      5963 0+26.9862j      
6061 -13.952+71.3457j      6062 -3.72897+17.0077j      
6162 -5.56134+25.377j      6164 0+37.8817j      
6266 -0.966954+4.37336j      6267 -1.79733+8.15067j      
6364 -4.26843+49.6329j      
6465 -2.92622+32.8519j      
6566 0+28.9059j      6568 -5.35082+62.0385j      
6667 -2.0733+9.39466j      

6869 0+28.9059j      6881 -4.25685+49.1362j      68116 -20.5835+245.186j      
6970 -1.7617+7.45787j      6975 -2.45094+7.38309j      6977 -2.76986+9.05358j      
7071 -6.59172+26.5313j      7074 -2.09824+6.92261j      7075 -1.97118+6.49385j      
7172 -1.29692+5.23421j      7173 -4.05401+21.2531j      


7475 -6.83466+22.5599j      
7577 -1.37933+4.58781j      75118 -5.74517+19.0581j      
7677 -1.85966+6.19886j      76118 -5.08004+16.8509j      
7778 -22.3946+73.8545j      7780 -8.90915+27.1939j      7782 -3.65011+10.4481j      
7879 -8.7336+39.0293j      
7980 -3.00028+13.5397j      
8081 0+28.9059j      8096 -1.03514+5.29203j      8097 -2.02021+10.3108j      8098 -1.94596+8.83043j      8099 -1.02029+4.62951j      

8283 -7.62599+24.9547j      8296 -5.2744+17.2557j      
8384 -2.93011+6.18839j      8385 -1.8103+6.23079j      
8485 -6.01492+12.7668j      
8586 -2.14015+7.5211j      8588 -1.85117+9.44095j      8589 -0.783601+5.67209j      
8687 -0.645448+4.73359j      

8889 -2.64125+13.5293j      
8990 -3.62744+14.4332j      8992 -5.21908+25.0261j      
9091 -3.32717+10.9508j      
9192 -2.18922+7.19558j      
9293 -3.28383+10.7934j      9294 -1.76335+5.7923j      92100 -0.710339+3.2338j      92102 -3.75446+17.063j      
9394 -3.80837+12.501j      
9495 -6.41462+21.0905j      9496 -3.25067+10.5012j      94100 -4.83585+15.7573j      
9596 -5.20627+16.654j      
9697 -2.12752+10.8835j      

98100 -1.18095+5.32467j      
99100 -2.59602+11.7254j      
100101 -1.65931+7.55972j      100103 -5.31164+17.4288j      100104 -1.03322+4.67354j      100106 -1.07841+4.08191j      
101102 -1.87084+8.51765j      

103104 -1.70933+5.81026j      103105 -1.8279+5.55204j      103110 -1.13562+5.27106j      
104105 -6.50675+24.744j      
105106 -4.39134+17.1576j      105107 -1.46014+5.0416j      105108 -4.6414+12.5016j      
106107 -1.46014+5.0416j      

108109 -11.1739+30.6484j      
109110 -4.22539+11.5818j      
110111 -3.55742+12.2084j      110112 -5.24852+13.5994j      



114115 -20.2732+91.6703j      




所对应的节点是进行编号之后的节点