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📄 output1.dat

📁 利用该MATLAB程序可实现对一般电力系统的节点、支路及其损耗的潮流计算。
💻 DAT
字号:
--第1次迭代时雅可比矩阵---6.541665  3.900156  2.641509  0.000000  -1.378742  0.624025  0.754717  3.900156  -73.678856  3.112033  66.666667  0.624025  -1.453900  0.829876  2.641509  3.112033  -39.086876  0.000000  0.754717  0.829876  -1.584592  0.000000  66.666667  0.000000  -66.666667  0.000000  0.000000  0.000000  1.378742  -0.624025  -0.754717  0.000000  -6.041665  3.900156  2.641509  -0.624025  1.453900  -0.829876  0.000000  3.900156  -60.282786  3.112033  -0.754717  -0.829876  1.584592  0.000000  2.641509  3.112033  -32.388841  --第1次迭代时dPQ的误差---1.600000e+000-2.000000e+000-3.700000e+0005.000000e+000-5.500000e-0015.698035e+0002.049017e+000--第1次迭代时dx(误差)--3.348201e-002-3.607046e-0016.900000e-002-4.357046e-0013.356932e-002-1.053820e-001-5.881311e-002第1次迭代后节点电压(仅PQ节点)0.9664311.1053821.058813第1次迭代后相角(角度)-1.91837820.666853-3.95340924.9640370.000000--第2次迭代时雅可比矩阵---6.319583  3.590888  2.728695  0.000000  0.316008  2.215658  0.675808  4.102936  -81.303722  3.715814  73.484972  -0.984646  0.349720  -0.634411  2.673847  2.906538  -40.790172  0.000000  0.867776  2.400372  2.148559  0.000000  73.484972  0.000000  -73.484972  0.000000  -5.521730  0.000000  2.891465  -2.215658  -0.675808  0.000000  -5.433100  3.590888  2.728695  0.984646  3.902673  0.634411  -5.521730  4.102936  -82.379908  3.715814  -0.867776  -2.400372  5.701486  0.000000  2.673847  2.906538  -39.340197  --第2次迭代时dPQ的误差--3.736505e-0031.261967e-0012.250225e-001-5.217300e-001-3.567586e-001-1.538093e+000-5.750124e-001--第2次迭代时dx(误差)--4.313772e-0024.655690e-0025.062770e-0035.188733e-0029.447229e-0022.354765e-0021.971867e-002第2次迭代后节点电压(仅PQ节点)0.8751301.0793531.037935第2次迭代后相角(角度)-4.38998717.999339-4.24348421.9911120.000000--第3次迭代时雅可比矩阵---5.579355  3.181760  2.397595  0.000000  0.528065  1.948227  0.691663  3.630791  -78.991983  3.578898  71.782294  -0.858219  0.304143  -0.459192  2.401101  2.875049  -39.779127  0.000000  0.679393  2.180244  2.005516  0.000000  71.782294  0.000000  -71.782294  0.000000  -5.009149  0.000000  2.639890  -1.948227  -0.691663  0.000000  -4.057616  3.181760  2.397595  0.858219  3.691738  0.459192  -5.009149  3.630791  -77.073677  3.578898  -0.679393  -2.180244  5.419706  0.000000  2.401101  2.875049  -37.222270  --第3次迭代时dPQ的误差---1.602219e-002-2.059526e-0031.261084e-002-9.148976e-003-3.913038e-002-4.084703e-002-2.157107e-002--第3次迭代时dx(误差)--6.609114e-0032.536113e-0036.573685e-0042.572042e-0031.449459e-0021.311586e-0031.442366e-003第3次迭代后节点电压(仅PQ节点)0.8624451.0779371.036438第3次迭代后相角(角度)-4.76866117.854031-4.28114921.8437450.000000--第4次迭代时雅可比矩阵---5.479035  3.123693  2.355342  0.000000  0.573846  1.930209  0.694685  3.570001  -78.828229  3.569903  71.688325  -0.859218  0.310848  -0.451222  2.366822  2.871216  -39.689562  0.000000  0.654505  2.168853  1.998034  0.000000  71.688325  0.000000  -71.688325  0.000000  -5.000003  0.000000  2.624894  -1.930209  -0.694685  0.000000  -3.880592  3.123693  2.355342  0.859218  3.689564  0.451222  -5.000003  3.570001  -76.828313  3.569903  -0.654505  -2.168853  5.402382  0.000000  2.366822  2.871216  -37.089866  --第4次迭代时dPQ的误差---6.301314e-0042.060917e-0042.082331e-004-3.379411e-006-7.786429e-004-4.184410e-005-1.520436e-004--第4次迭代时dx(误差)--1.717864e-0048.750993e-0061.363147e-0057.434522e-0063.414817e-0041.955100e-0052.584622e-005第4次迭代后节点电压(仅PQ节点)0.8621511.0779161.036411第4次迭代后相角(角度)-4.77850417.853529-4.28193021.8433190.000000--第5次迭代时雅可比矩阵---5.476618  3.122251  2.354367  0.000000  0.575176  1.930021  0.694802  3.568572  -78.825228  3.569739  71.686917  -0.859490  0.310709  -0.451219  2.366056  2.871075  -39.687730  0.000000  0.653890  2.168769  1.997914  0.000000  71.686917  0.000000  -71.686917  0.000000  -5.000000  0.000000  2.624823  -1.930021  -0.694802  0.000000  -3.876618  3.122251  2.354367  0.859490  3.689292  0.451219  -5.000000  3.568572  -76.825228  3.569739  -0.653890  -2.168769  5.402086  0.000000  2.366056  2.871075  -37.087730  --第5次迭代时dPQ的误差---4.555910e-0072.138848e-0071.220115e-0071.849469e-009-4.210443e-007-8.417516e-010-7.276325e-008--第5次迭代时dx(误差)--1.123167e-007-3.033619e-0098.149074e-009-3.866385e-0092.032650e-0071.156980e-0081.520923e-008第5次迭代后节点电压(仅PQ节点)0.8621501.0779161.036411第5次迭代后相角(角度)-4.77851117.853530-4.28193021.8433190.000000--第6次迭代时雅可比矩阵---5.476616  3.122250  2.354366  0.000000  0.575176  1.930021  0.694802  3.568571  -78.825226  3.569739  71.686916  -0.859490  0.310708  -0.451219  2.366056  2.871075  -39.687729  0.000000  0.653890  2.168769  1.997914  0.000000  71.686916  0.000000  -71.686916  0.000000  -5.000000  0.000000  2.624824  -1.930021  -0.694802  0.000000  -3.876616  3.122250  2.354366  0.859490  3.689292  0.451219  -5.000000  3.568571  -76.825226  3.569739  -0.653890  -2.168769  5.402086  0.000000  2.366056  2.871075  -37.087729  --第6次迭代时dPQ的误差---1.829648e-0139.015011e-0144.618528e-0142.664535e-015-1.481038e-0130.000000e+000-3.130829e-014--第6次迭代时dx(误差)--4.387143e-014-1.787570e-0153.087999e-015-2.126282e-0157.522535e-0144.323336e-0155.758769e-015第6次迭代后节点电压(仅PQ节点)0.8621501.0779161.036411第6次迭代后相角(角度)-4.77851117.853530-4.28193021.8433190.000000--节点导纳矩阵--1.378742+i*-6.291665  -0.624025+i*3.900156  -0.754717+i*2.641509  0.000000+i*0.000000  0.000000+i*0.000000  -0.624025+i*3.900156  1.453900+i*-66.980821  -0.829876+i*3.112033  0.000000+i*63.492063  0.000000+i*0.000000  -0.754717+i*2.641509  -0.829876+i*3.112033  1.584592+i*-35.737859  0.000000+i*0.000000  0.000000+i*31.746032  0.000000+i*0.000000  0.000000+i*63.492063  0.000000+i*0.000000  0.000000+i*-66.666667  0.000000+i*0.000000  0.000000+i*0.000000  0.000000+i*0.000000  0.000000+i*31.746032  0.000000+i*0.000000  0.000000+i*-33.333333  --节点计算结果----   bus(#) (volt) (ang(角度))  (P)  (Q)   (bus type)--     1.0 0.862150 -4.778511 -1.600000 -0.800000      1.0      2.0 1.077916 17.853530 -2.000000 -1.000000      1.0      3.0 1.036411 -4.281930 -3.700000 -1.300000      1.0      4.0 1.050000 21.843319 5.000000 1.813084      2.0      5.0 1.050000 0.000000 2.579427 2.299402      3.0 --支路计算结果----     (I)    (J)     Real(S(I,J))Imag(S(I,J)) Real(S(J,I)) Imag(S(J,I)) Real(delS(I,J))Imag(delS(I,J))--     1.0        2.0   -1.466181+i*-0.409076  1.584546+i*0.672556  0.118365+i*0.263480       1.0        3.0   -0.133819+i*-0.390924  0.156788+i*0.471315  0.022969+i*0.080391       2.0        3.0   1.415454+i*-0.244333  -1.277360+i*0.203170  0.138093+i*-0.041163       5.0        3.0   2.579427+i*2.299402  -2.579427+i*-1.974485  0.000000+i*0.324917       4.0        2.0   5.000000+i*1.813084  -5.000000+i*-1.428223  0.000000+i*0.384861  

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