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📄 输出结果.dat

📁 PQ分解法潮流计算程序
💻 DAT
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                      ********* load flow *********

node  voltage   phase(deg.)    gen.p       gen.q       load.p      load.q
   1   1.0600      0.0000      2.3239     -0.1689      0.0000      0.0000
   2   1.0450     -4.9809      0.4000      0.4240      0.2170      0.1270
   3   1.0100    -12.7180      0.0000      0.2339      0.9420      0.1900
   4   1.0186    -10.3242      0.0000     -0.0000      0.4780     -0.0390
   5   1.0203     -8.7826      0.0000     -0.0000      0.0760      0.0160
   6   1.0700    -14.2227      0.0000      0.1224      0.1120      0.0750
   7   1.0620    -13.3683      0.0000      0.0000      0.0000      0.0000
   8   1.0900    -13.3683      0.0000      0.1736      0.0000      0.0000
   9   1.0563    -14.9466     -0.0000      0.0000      0.2950      0.1660
  10   1.0513    -15.1043      0.0000      0.0000      0.0900      0.0580
  11   1.0571    -14.7953     -0.0000     -0.0000      0.0350      0.0180
  12   1.0552    -15.0774     -0.0000     -0.0000      0.0610      0.0160
  13   1.0504    -15.1590     -0.0000     -0.0000      0.1350      0.0580
  14   1.0358    -16.0390      0.0000      0.0000      0.1490      0.0500

no.i  no.j     pij        qij        pji        qji        dph        dqh
   1     2    1.5683    -0.2039    -1.5254     0.2766     0.0429     0.0726
   2     3    0.7319     0.0357    -0.7087     0.0158     0.0232     0.0515
   2     4    0.5614    -0.0229    -0.5446     0.0339     0.0168     0.0111
   1     5    0.7555     0.0350    -0.7279     0.0258     0.0276     0.0608
   2     5    0.4151     0.0076    -0.4061    -0.0163     0.0090    -0.0087
   3     4   -0.2333     0.0281     0.2370    -0.0542     0.0037    -0.0261
   4     5   -0.6122     0.1567     0.6174    -0.1537     0.0052     0.0030
   7     8    0.0000    -0.1691     0.0000     0.1736     0.0000     0.0045
   7     9    0.2809     0.0580    -0.2809    -0.0499     0.0000     0.0080
   9    10    0.0524     0.0431    -0.0523    -0.0427     0.0001     0.0003
   6    11    0.0734     0.0347    -0.0729    -0.0336     0.0005     0.0011
   6    12    0.0778     0.0249    -0.0771    -0.0234     0.0007     0.0015
   6    13    0.1774     0.0717    -0.1753    -0.0675     0.0021     0.0042
   9    14    0.0944     0.0367    -0.0932    -0.0342     0.0012     0.0025
  10    11   -0.0377    -0.0153     0.0379     0.0156     0.0001     0.0003
  12    13    0.0161     0.0074    -0.0160    -0.0074     0.0001     0.0001
  13    14    0.0563     0.0169    -0.0558    -0.0158     0.0005     0.0011
   9     9    0.0000    -0.2120     0.0000     0.0000     0.0000    -0.2120
   7     4   -0.2809     0.1111     0.2809    -0.0942     0.0000     0.0169
   9     4   -0.1609     0.0162     0.1609    -0.0032     0.0000     0.0130
   6     5   -0.4406    -0.0839     0.4406     0.1282     0.0000     0.0443


the total loss in system:
    the   real   loss= 0.133859
    the reactive loss= 0.049981

            |     read      data      | 858993.000000
            |    node    ordering     | 0.000000
the time of |forming admittance matrix| 0.000000
            |          fdlp           | 0.000000
            |  calculation and print  | 0.000000

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