![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb0AAAAtCAYAAAA6P7WzAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAA7iSURBVHja7V3LbxvHGZ9V3FucOLc8NPSlvZs70q1BgkKl1rHsFChYeUXwUiSEQQhEbdolUkGlcjOattc4fSS2C7SJ7kVsy77WMXouYlt2r7Wd/AWJY3W/eSxnnzO7XOrBfIcfBHGHw/m+efzme8wsef/99wkCgUAgEN8HoBIQCAQCgaS337FDiEMIOURI8znsSAQCgUBMNelttNhSQHrfEuLebw+Hr2BnIhAIBGJqSc/3/RNo5SEQCARi6klvOGy/4hJy36GLN5qdwYvYkQgEAoGYWtLb6PVe7ly8+PywzU4ExLfVGQwOY2ciEAgEYipJT8dqg73r9YZ17EwEAoFATCXpbW6SGcjc7HSaR7za3CVMZEEgEAjE1JLeqkfPiszN2iOvv3EMOxKBQCAQU0t6CAQCgUAg6SEQCAQCgaSHQCAQCMQ+Jz2VsFIKm5sz2MEIBAKBODCkBwkrDiFPAxLbEXCeiQSWfATfeUYbq33sYAQCgUAcGNID8APoivhmG7dMN7DAbS2MkPtIehO2woluhe84pvJNQp7LujZOPFN1VXe1XLRecxvHldFU3vR8UnqoWg5Tf9o8N/9uBM4k+7kqve3OHCo/fsbVU1Or06Z/Qb6J6KwZ/d1mwXF2IBZYID4SWnz1/zZ7vdm8iTDseXXW6L2D5DQZgMl9ZoFeUJZ13X/vVN4kGnSaLzZmyS0y692Em3TiE9FnM1dUXTPMvxIf1GUwGDRfg6vqpOX/XX157W3T4hmXsbtAz4cyLg/ezpPRVN70fFJ6qFqORH+m3IYEzxdnyc2s55meHfG7O1HQr/Iun4B+Dja598J+bgbt3RmfoBJ6gHorDJkUrT8h588HP9PLy/FzORw/7umrxPMOZevJfj5AW3u95qxL3M/bg8Grtv3rM/bbqs9Qt1zy12BuXFaybWx0XmbEvbbU61FbeQ7MQrvR947VCHkMrstgIny90BnMZQnJrT3WWt9rS2haSW/drwckx7ZhQEvLervur5/KsbzvwURLI70VRq4Q6m2pz1uMXCZs5co4uhV3s7rX1IQTbnL2ECbsGDLez5JRK38/q7zpeYoePgE95E1kmzFm+t2i5RP9GVv0TM8NHpp7sTDFU10nSSLoHG5ol1OsNng45Ls8+Wz1NvTZSeIEegjGjK6HIhunwvVnbMxS5XSicsK8cUBXUt8r2viR8+FzNf6FntwHzcHgNau2LgdtJeye1ta7pv4dDNqvMtZer0pfkc1R4+iv+L3Lg8ER+H+Nc0PtP292+vM2v2fljgrfXdfc27cahBdNR4iv3K5ukvJdvNh5frHG/lRkl5Pann34FgmYgF6wy2OtjaVwQwKveTIscMFE68dJD/QEddHG6vnIYpCz0NnoVt3NGl1Q6R3biwxAxsW4jOBtmF1Mt2wM5U3P0/TAdTqmHqqSw0kpH/ZnRp+bnif6zPePxWWBsUC97rlsD5D3ut6nXI+UbOVtFniZ2txHeRugfD1cPFzFHMqqv9kZvFBUTvU/bXQvKLnF+Dl+A/SfNh9ch35hc33jEDwmDrse11fPo+fy+hd+n7WHJyZBeoq4uTdEWrtAfNRxbzd7g9nCpCdM2SXKiLOt3lUXxtXAZJ6Ab7sooQQdfF0QH9nh7pcCbofdkK8I6eW259jpv+21vtNcx5TQe/qEUZ8tdNfcoqR3nJIbMlb7gipHvdWzVW0oYNKtdT1G2coHk5LRVN70PBzTWsy6Cj1UIQd4WNLKV016aVhh9A9F79XlFjO4v8YgPdBDYDncjesBPssb40XGV7yuovWDZTcj5UwbP105fuJ6EPNhgdXmWr+zISS/Tq7AxiNe1kR6ea7NaCwzunZH447JdV09B3crbGQDfbFwzHmSCOX3suKOiQVCuDfIU2BpbnFI62dDLMTPmD88Wbazm01doBRYWlphJzsB8TnOs7zFYTflK7owp7ZHdtKwwvaYLcy84x/RPhEv72UPddmky+OhvnO1IT3dbQ0E3+u1Z+dqjUtZ1k1R0oPJNegszFG6uFnkFVRFZTSVt6lvEnqoUI4H8fKTJj1wj83VvI/ydJBqQVFnC+ZS7tphID2phwd6mVAPKfOx5Byyrj9TztZ62CfcxeeQR3L80Lna4odx3cN86I/mwxGbPqgLYkkQcR7p5bk2oQ1d+C4h38C6RxfAOt0Bz5bTgVghdW5I9/ZT+pMzv1YGjYorMseRLvDaYzpL7ukuZ7FBq99pDoavSY64Rqh3Pd7GSIP4DsCpfalMab4gs9ZlzRV1i3q9c6V3bnPk49zjBnMrHxfb1c0Eu7qVT2zLT1I+feDDRdg/pewvMriamU1l0Z6b4+jbSoeuoU/cqH6rJr3QpRkMcoe4D9PcEwnd1up/NulWuUBU4J4nQAWTYb+SnqaHb6vSQ9Vy7CbpmVybGfPbpdT7R1qyVAm9WZOSzRzSCWBc0pNy/j0RT+VxQjF+lnqDRGIHxMKAbML5YHAFprXThvTyXJvQBmWBcs+Cw25D/WItdB4HJMitSs3yZdw4aNZPOY7zLVteX1LPAwGfQEhA/Y6eX5BnxSZiNWqRFYuuc1MNPFGh85C1N05Erba9iTuBrznYCV6y3QkWlW9c8hADK5s8irZn5BIQ+h5N5OZzORa0UyZ13IoQ9AnL3WLk6zKkN+g0X2gEO29/wz8mEiDcB/HJWFS3id8W5z0TZzdJRuyUx73SZfwqlSwM5XN0FtY3CT1ULUcVpEcs49VFXZswP4LvfJD2HRu9RUiJe1lipJSjt8JzaIz6s+QMx8/Qr6vxA8SXtRmERBidMNLAia0E6ZmyNtVatubPnwRyvCgtV92NKvM3tpm/dpLHFYmzrQhPWZPB8we00e3HSc8kV9KfL60OUQG7rho/DJg4YOU76n/IDnLgsDiYj5bEU5V7Ezp4kdJPi7xhoah8k3ZvxuMGpvaohVtl1vHsLNB/YOmGfaEdzieEPvF6vR+L+GcwcDPaUtg1kxJ7gJ1nPAZiS3ordXJVt2a5LBkWYZmYnuYO34pbzdKl+ChBFgVlNJW3qS9TDxmkYuXerFiOKkhP13nWwlTUtcnT/xtH+8qtKYm1dEyvqN52aw5xOQOySZOTx96CTZ36H4jeyUhYUrF0vXwauiVIT2TOZ7s2QR+he1OOAb4pdNi2/jtSH1+CjvhY0jJTR1YtfaLrcER63b4V6ckMvFtqoIG56fnDN5Sy/ZgrUabBbsGkC3dvm5szeQcFq3BvwtVkcB4lz2+faaEUkM9WprHiLdribmoPtwwp/QwmBTwXsSrvM/4Gea0v5IJ5Re0YTW0p6t5UE0ZPl+7CmT3IFMtZpIKBez5Oesqlo9cl4ggjWaogPSL1aTtm0mTkZ8gyZDSVNz2flB6qlmO33JtFXJswF95r1k/RhTMXFMnA3PDaG6+XJT2ph+u6myzUQ4o8Rd2bRetPkfMHIGcf1oxAztCtpx15EOOH3UiTU86Hy3pMMLUfuEWafrQhq39hM5+le5DRcZynyoWpjo50YwQKnwOJw7EE+Ewcv4AEFZHUJ4weZ2uGRfUq1sHAImyNLMJ80pMCgq9bBNJr/5xvdN9VZmjcohN+5eOfwmfcH0vI46PHj/++7mRP1HEhd3TnbRNXki6FQvKVlsnK0ivYHun/vtMB/3fwHNwTKv6n90VIjtKiLUMSxkUJ2k4Xt5qdzhGVeRrbfUZ2t7ATPh1YMiJLs3NEDchR1hmkavPPD73nz5/K8x7YyDM68iHAszchBlIgKSIuYzCZ7ufJmFfe9HxSepiEHHn9afvcGCpIcW2mtRUWRyACIjO5R8j2bNiQntiUzr8Fi+5Su/1SqIfl9aWq5lBe/XFZc+UM5FBJGzB+oD6xhrCTKokjPh/6aj4YNiT84LdDv9AzJFX/AilB/y61ey/p/dtrNH6RpntRV2CFQXJKQNo8aaU29yG0n+vCcbeXOp0atA8I2SH0kbLiuDs2GJNKNnEIX5wbTMQ6HfYFfJ7nRo+7gK6L3Qmkzvd/GP6fYoHBzh3cMTxTR7rluMkrF+KJxPGgIy0TV0RH7zhl5BtXJvithuGN7vH2+MPej8L/U2JUXPb66avgxhEuTbBcRLxP9UWcACdFemogqp2svigq95VDhLsieeg4+uLfqB4CGNzlUp4PTRuKyE67gAu+jIym8jbPJ6EHezlcazlS+1M/EpF4Th8Vic3x70PmYXqWb6Stsp3fmCyrMfXG66+S8Ez1i8PW5H8gK1hZNnKG2Yr6+JGkBqQS+X5KRmPmBiSwYo82AutSZlGKG1DI3bT+5esea/wmq264TWXUjhGpJZ5JCy82N66Z+re7QPvK+ovrMJX0ii7qytXWa7B34K9Kv59UtmHRxBUgibJB592SqdDuF3bOkMbbWD2ruzP1vogT4CRJLzd2G+wE1/ylN6b5rfbTIuNBkuP7MK72m6xAcnOk9i9x28n+OjMcWbPhmjSHXdM3b0KHXkKHpVyMYI7XSf0m/MCK626Aiw7cgfIQK6taoKKJKxD3O+3SPxY92Dra3aTLNKnbBWw6tE7ov6EdWjxvE3ZD4pnoC+VW0tOeQXdwfMLmpoJKNidqp+/aHyU5aJgWGQ+SHHpb92oe7ibRcGtqn8iqrvnKu/pxLyHvFb2rZ3fm6bD44NNcR+D6CJNTqHvbpeR2WVdSPoGRq+LiW7t36Z1pwGXI0fNGhUgvRaZBQDCtVuutPZvs0i2x2ppfDt1KvvdLngkX/D/fWl1Oc4+GQfaK+wWBQHx/ACSi3995kNu1rxXNb/PnBBa/ed0G2cHsUsptsaX94OZEIBAIRHnsb5dGPCGhCCq2bNZ9780q7t1DIBAIBJLevge4PMsclUAgEAgEkh4CgUAgEEh6edgk+a8QqvqeSQQCgUAg6e0J+MHH+cZa3g0VpnsmEQgEAoGkdyAgLqvOt+L24iA2AoFAIJD0Kge8Kdh0qTGSHgKBQCCmgvT4tWLqXX6JV3kICxBJD4FAIBBTYumxYXjX5Cy5GTmILl9Zg6SHQCAQiANPevzdUPVluJNsJnEbvXYQfbfvmUQgEAgEkl7lUDezmA6Hj+7MxHsmEQgEAnFASQ+BQCAQCCQ9BAKBQCCQ9BAIBAKBSOL/xvnZ8xXXYIcAAAAASUVORK5CYII=)
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Средний параметр потока отказов для II ввода из-за аварийных отключений
![](data:image/png;base64,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)
равен сумме параметров потока отказов элементов II ввода
![](data:image/png;base64,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)
и параметра потока отказов источника питания II ввода
![](data:image/png;base64,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)
:
![](data:image/png;base64,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)
(46)
Среднее время восстановления напряжения для I ввода после аварийного отключения
![](data:image/png;base64,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)
, равно:
![](data:image/png;base64,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)
(47)
Среднее время восстановления напряжения для II ввода после аварийного отключения
![](data:image/png;base64,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)
, равно:
![](data:image/png;base64,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)
(48)
2. Показатели аварийных отключений из-за отказов шин ТП или из-за развития отказов со стороны присоединений (
![](data:image/png;base64,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)
).
Присоединениями в данном случае являются по две ячейки (
![](data:image/png;base64,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)
) с масляным выключателем на каждой секции шин
![](data:image/png;base64,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)
, а шины ТП образованы низкой стороной трансформатора, то есть число потока отказов шин равно числу потока отказов трансформатора
![](data:image/png;base64,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)
. Аналогичная ситуация и для длительности восстановления напряжения.
Средний параметр потока отказов
![](data:image/png;base64,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)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для I ввода из-за развития отказов со стороны присоединений:
![](data:image/png;base64,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)
(49)
![](data:image/png;base64,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)
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Средний параметр потока отказов
![](data:image/png;base64,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)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для II ввода из-за развития отказов со стороны присоединений:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAX0AAAAbCAYAAACQo1+iAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAwuSURBVHja7VzNj9vGFR+u3VucuLfE1siXtmeTI98aBCg2XBorxyd2rRV0qi0YgkDAXrtEsdhIvi3S3O2kge11gTpVzkW9Hz71ELs5F81+uNfGTf+CZO3NvBkONaQofkjkSrseAw8WxdHwzZuZ33vv94aL7ty5g5QoUaJEyZshyghKlChRokBfiRIlSpQo0FeiRIkSJQr0lShRokSJAn0lSpQoUaJAX4mSYsVG6ARC6CSXA22UPnoIzWTpI6l9kk70n9a/D2KfyNMmeY+nP6bp1jNo99F1taXfphk36FXY2raDz7YzjkuBhJJjJa5rnzUQ2qGb/EeKoq/0BfdyVuA/oADcmsW3oA+QpD6S2g/qtHwZQF7uY7k1a2CE/k+/P2BC6g/zskne42FjatrvmCX0FJWsrabrnipET5s+9yCDnqH2AJA1MrMm7s+Q2loYMNPo5DiNkoGMJw3XPQPjniuhraRx1wj5uNHpvJf3+l400H06jofIsk7CdbfbfJdQ3aqOg8NrSoH+EZWiIobjCfjNU2a5ck9straFb1CQfa3XVj7K0s9KTf8IIbIL/XQ6jfcIBey4Prz2O1Ht4ZoBRkAnsgcAIvfRNvGSACcQ0ujM57U24vQbpb333TY4sDxBv1Mjl5CWXs+k9osErSFsbQr96PUDRBbX0oIje8YCfQYi2zBfacftuo0zhNQ/zvKcLELXyg0Nz23YTfcdFjAsWefLqPyv2aZbSfPMhBSZe8UDkXra+aZyR4cqmIwdVlebb82VyedZIoZIfdGbMW+dhvW+tdQ9L9vPwmgTNnoWxwGRHKl3q+K7boPMo9Jc5CZPat91nHebq6tvBQETP7ecji6DhK4v3MlCR6VdG3mNR4tozxxVTqCf5blp2ou5x2b7lgDCbp1UEb64kVbfDs3QiEbWwzZ2LHwzbtzwnDROeyzgp8EDy1x6vRkB/FgzntmOW8oM+jydqWKCtF2EDO5FwZgI7SPjyqNROdJiQZlvFhQCOTQG6E2DHbKAfqy+56/8edrm7bCERXsZqJKOY+kY4W0ZlMV3s61lY5z2sB6XWxbBZPGPg5E1p3UYlZIiqEi7NvIYTxcAJaJ9nqAPz6XR6rfh58J3w/SMa++B/rpWMp+KiBj0xVb7Rlqdajpaw1brZjh6TgL9JGonWIfozUTj2eA9+b7j2CUIHmTb+I7A2+vDag8ovCi9BbgPnopFit4C7HIAeU1qnUuFgLctDzZCIjaCSOmYXtTjw4YqI/RSpM+B6wzR8iTtMMrGjtTXm+zOIepbjDMfJsnAyKJBrG1mibpYNIjIC9nm3jp7IUeVWdvDRnebsxWM53oUhE6HspF1QevAXHEn3ZvJY22MPB6JfvLa74Xbx4F+1vmLfW7E2vXa78W1Z05AQy/Bno7TwJXy3F0564pfOzT7CmVkaUA/idqBddCC3yP0A+xXPNu67QWnWhPqBVjb8NYCvXf9tqhR8KDOLhlI2+H3yy9xCW3LtuHOWX9uu52z3rp6grC1HtYzoNBya5aUtfK/RYrMgMSLklgnJfQUW87NQiKyCrovc5oDUlm8HzM5/zRr5lWMrcetZftXumZs1trmvH+NjM0soD9JO8ibhS6C0x9i8oVXpBkKdin03SpK38IidCNhPRiLD1LMo4HxxcdpN3qRoA88rCjkIqT/BzZmFJCz6FRDr6K47IG1Udb/lLQ2cgT9F1lAP838ycBYBOj7vD+zu/Gi6ripi51R/acB/SRqB9YBZBugB8uqNPI1D1BhD2svqRNgmYWctbCgzqZ7WtN+JAsr1T7Ao+9l+irOXpGgD1GRDA4cLLQtSG/6HWovSKM7P03gwCYVG99UKtYnsLnZtW5sVcrWPf8aeLzUHn6ydghvFg4Sw8HuqM5b0QIRVY3gT2WOP5wdRUacwHeHwYdRHuj7SJDM2F4Ul+lmXRqme90rOI67NooeT570Ds+gQyCeoGdSe7dpv22WK5/VOjWdF2CNvTSctw/sI4B+mlM7gt5Zrl24BA5ildUn+J4dAHA6lg47/aXtkvpKVQ52qTfYw2ZrKfwb2RHEgr7P5XmbhHfQL2J0qCeiXum5PKA+JWOfkD8fFr3jc7YI/0/oTTfGI3Hygt+fWZMBL0nnUezAJrIn83T5FE/TpPBhbjOtvv2o0T4hAyB8liLKxKhI0BBBntKX0Jz22xZJ77CjfOa5JRFxifQ5ABoskkLfhYEyikeGjCHMH4/aXiowLsVGmQl1iNT0ToHjyZXeyVlPmO9F4OSpncXcA5ugpXRSo4A+23uksRJH7cDYfXrHy3aisgp5LMzO0ikkP9jVKO7JtZo+6C+lAn324JL1VETEkG5Ytc4HYhOx864kuEHgCJSGtNfAG1kV9JX4nCWdHofecT0PKUCdez9tT74Gqoca64w/8Qk6j2IH+P66iW8HeFnvyFvRoO/pu5VF374dqJ40C3Ic69cQIYGzrHVr54mGdtmCGhIl9+1vn62UTZZRiSOHzJ7cBvsY439wW6B9+A7Ptm8x0CtX7kXRG3nQOzBmd0G/zPhQD2CAS7ca3ffT2vwiRhsyvdKGs+BDssWs7ZE3J8MoAJb20w2dVIdIC/pFjidPeidvPQUAwn3xHE4Fk40oIB8IpiIyiaRxQwAWt86Yfpq2LygcEfyEnQh7v4A6LDiWCd/VQ0dNIYOBWhXsa9mG/HgwxT8pI4gHfTZIYw84QngZoVIu/+2C2bom0pAoMPfOIG+Kc7JGRu58XPE42y+FXmEqh10bVx45JrkqR+5xOo9iBwa8Gi8Wd70aQxJg5hbpj6CvXAsBPQUlJJwlXdS3kmoA3pn4z0A3+L15wVzm9RS6qeh3bcuyax3nlxbGf4VohD+P25rxkXjuy6a7eirP9cCKpRTw/RecfMlWyGc2xXObdrN52jsRtRPKGoLZYai9IbU/CL1py07vYOsvYk5Qwv1xQT9Jv6zjkSP5KzrNqtnpmObpPM6k0/06z8+fS8+txegZ014UMuEIZ7XR+HlgP6SI9NlLTxp+RjMJMnzcbmDcjmn+dth88P7QLv7N9d/T3/wMirbinRI2Ds3YrTabZdCTv1BW/k5E8excvjQOev+heHdgAA818qzhBbnDMuKBIhL3xHDkb+kX/vWQIqoMumEAPgwBflQ+ggXZgrw4RfYgt0nSeRQ7wCZhb8lRI1+fpRE/pGI52IGBqfSy0bA2sr4caL3rmGInd5BcT5ERwXNYjcAD6qRCV9gxsD4lWoJTZfo34JD+AMVlySFDdBPF1Y61Hrxi6ShF37i+5DUlaCENKERp0w1r32EcuaRLyAn7NNOQ+wmgfzetM0sej5FqPBKNsN0fVx+g8pxDUbRMoecP4fYy8Adsm6H+APhxzoSMkZ+g4W+/yuPG/rhF4BM3d8HsBwdsFrgX0nNgHKEsScoklkT0z1/YQv8Fe9muezYS9EecID8ijIoOB3i9Xm/ib5cm6TxOv0BjsCKd1Kf4WxlF/J2SvOwgg7V3osCvAQzTv22SaxEcb8Ce/OSEtu8Dg5T9wHOI2b42LfbIVH+itliuVT/II5tT45lePTnI46/Tvuk6SeHn9skT2SFye1kD9horChURofw5XLDqezbtVZYXI4qQJJ1HTkvhzT1E1mU6I2CDivWV92bog2lYIP7YRfGboDURdcsOIE7/OpyMCbxVOpghLOrBInqY/8Sk/ulRA0g/yjWmYy7flPHIeh4mAHcz/omDSYjL8AdtBzIjnpV8G2WvkR4i3v7Ukb4FqYP4HOaY6oR0fMrAqv9ukoZJq3MmDrmHZuC8NAW7xwB24G3DfQobiP8nvUD8N3fxh18AFwr6z2Hc8xb1SeArZdpF0j9wFA3qJOLkBCueei8eAU+PvBdJuK2jC7ZArRHTuXocgFPJ8RYAUAMZf5+G/TtUtww4NprXlXjKSqVyN4r7k4EeNvgFy5ko6KfROTNFYgGfyGkLmZsVfQobTIPTi7LDMEmjP/Rzzmyx88Byn/Bb2RbYjM7u4ARE0X+fRIkSJTmBfqqUg0Z+EMnx44ykmVeh5ygJt0H7mrDFcdLfo4geh083pE1HxVFPtQmVKDkGoM+PQqId4PB5FBgs4r0JIjjIsmV9wmxhTraeUYT+rE2Gv2cinEWWUydKlCg5IpG+EiVKlChRoK9EiRIlShToK1GiRImSw5CfAH0JZ2Dgre7qAAAAAElFTkSuQmCC)
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![](data:image/png;base64,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)
(52)
3. Показатели аварийных отключений секций шин (
![](data:image/png;base64,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)
).
Средний параметр потока отказов
![](data:image/png;base64,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)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для I ввода из-за аварийных отключений секций шин, то есть аварийных отключений ввода (
![](data:image/png;base64,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)
) или развития отказов со стороны присоединений (
![](data:image/png;base64,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)
):
![](data:image/png;base64,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)
(53)
![](data:image/png;base64,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)
(54)
Средний параметр потока отказов
![](data:image/png;base64,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)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для II ввода из-за аварийных отключений секций шин, то есть аварийных отключений ввода (
![](data:image/png;base64,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)
) или развития отказов со стороны присоединений (
![](data:image/png;base64,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)
):
![](data:image/png;base64,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)
(55)
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045k3hNdJ1XEw8/Pmkuk0je0+2R4GF3ZXtUZbQZ6I3Q957hPFIPEChXKe/Pzl4psKDhA7tLXDjtiePZ3KvyNufGMb/DS8EWfmer7OHejtpPnFWfZCUCTZcNTeGrkkkNnaurjrZy80kvvVVmJQ8C+VZ1MRXcTa1ycRY9c/jpOblJfu4toYntzPIXn+Hi997mzyxk7toss8it7xI6nOc5alCOHqMXssOe9k+V31PbeC6/TKec25+RX3zPRQtzLOIZK+HJSJRGw1ZZbHsw8QvExwiYu5pnw91a341jkEwTbKPuq/OA+S9ErlLI8IQ39B1Tt9ExTC+d8hfegO6h0H/HzSrZ5lh+CEjl9jZD/qBrixtn2iQJFsDs0Fustcst6S+UrqmJfiVcLzd7jRfpWwHa2CddDeDakdxxKU2EB0l7UWFeZJSEPOQPVkQUW2Nm9zuIpQ8udNCHHmvJbk1MsgtTS5Z+5wWwgl5ak8DFqe30Rw5pqQ3wJ4HFrEIQh5Hv+5+QaQcfyiS7MsK44TREuxaUsw97nPSraOrT+NCrWmyjSR7qbcQ2RcgW/msGLLXwzj71qkz5KVc9jxwPezjE7fTDm+P6LFoDfcGPA/ziDe6e+HvJJ3onSiMk2gNzAiJZC9XxGAM1E39ct5LIAmZotU4sadcSOV6ecR5U7cOd5wBa8SQstpk0q8fIZla9MZfVrJPautEYZyIeCbJLhz3zHotxb6zyC1NLuP0OSqEE3mNsyCpiTgkiHQrXp+sk+g3j8znLYwTa/WK1rU43UR9nkW3umyj7h1J9iXJNo7sFcn7YRyvrVGegN4OKWdKXND3G2QWEf9LYC9nSPZ7qWS/bGGcqM0t5XbrrmKXcu751u24SU+DjVx53jj/oRr88uRce/CWErB+PzdmV7sTRZ4ytU+s3Rgn7pjlpLHf1vpoWycl+0jZ1aNll3ZtXrmlLW55+xwVwokiQJmDreWsy3Yb7HH13P57akK5LniQIKIywcYJ40TJUZ4TSBiv8xjGUWOfZB439qM+J91+1KyezavbLG31ZHtLT7X0ZZtjARsZVxEeg39vw3imQjUq3Tm8EMlzHlV2g9Ir6b2wtyMNEG5QVlJgYXPHnHGkewCFhnHmmuzlxBzdKJHK4Jt3KCbb621zQS5S0GrwLRkK3bgx29AhHMrG8GK2dKCF0rVUjPcj69RZRRAvQqcDZTYON/+Yd6LKk8ZV7aTx4ejJTbkJHNVW5rZ1UrJPkl2UG50k5zS5ZZVLWp+T3PuoEI66nvYx5ISKyKOXec5G7UjtccgDWCFDyIvHPsi6cI3oV5/EITnSJl0ZqZQTjUfP2tZlzVLGftrnpFsiepWtk3U8J7fVDsh20Dr1LpHqdrv9975srclkKw86Gfy+vsnvvsce838+/2/O8/+ONmPVGQJngTvtjKfH251OxR9PdMDUG5tyvDnzhNrofX49Kn9fRigMcV+9H3VqeGnJXoUGojYsKHYelYM8jNe6MVr9ujgvZ+QEo24Jyphr9MnGXIuWd4rQP2ncNv9Fb6caFFmtsjDZN2JOAcZYSSOyU3IzqD3aIIy6NovcclhsiX2Oa5eUaWXz89iQkVvN8EImSzhCvtLNFslyT9RvaBFKkuNMjKiI9g5lXZOyDu99hPWb9rnX55+idJs19XK0rTxOtj/F5cyPxTsb7OoJGQkYpkEGvadgOwKfRZ3S1U/yxvTf8Rz2lLXvfyd0r8IGQdH1Zkbvm79mBg2oE8L6LE9eLt33wNr+ZdGlG8qwruapndSefWv77XmT2yzaJb2GOR8/qzQGpg23jAH/xj3VWnx9qpF9Apl3L75OO8RXyMPy1psJ1ItJSLeiwTO879Clzvp9b+J9mvWQhH+cfs73J3yLpZbNely19syyXbKeywqW09ZlvSj13ctEnjIGE483R+5ZvJJCHpinZooqA5tWL8aOqT+S9fuB60Xr40U7FAYspmVrCfExymkDysKvsdr/ljUe/PtnLMtRwMqSs95MhnoxSfVHxqk3I2PnC5ZNBCweKPY665g6AJRG9pPUm4mrF0O562n1R5K+DwAAABRM9uMe6ZZpjRH1Ytx8a/ZnvrV1Ras/MnK6Mu77AAAAwByRvUprpA1WqhfTtgfHh/eLqj9C12hpfTHfBwAAAKZF9hnrzSjS1uvFZK0/Evd9AAAAoAyyH7PejIL/Qxbe0fWs9Ufivg8AAACUQPbj1JsJNMCvF+PWiPfrj2j368v6Iye+i1o8wt8HAAAASiB7ScY56s3E1IsJ1KmWoZmY+iNZvg8AAACUQPaKoLPUm8laLyZQhVPLkS+i3gwAAADIvgQsSr0ZAAAAkP2YWJR6MwAAACB7AAAAAGQPAAAAgOwBAAAAkD0AAABQNv4G8bCWtFjqsFUAAAAASUVORK5CYII=)
(56)
4. Показатели полных отключений вводов (
![](data:image/png;base64,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)
).
Определение показателей
![](data:image/png;base64,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)
(
р – отключение для профилакти-ческого ремонта или обслуживания) производится исходя из предположения, что возможности совмещения ремонтов элементов ввода реализованы не полностью. Числовые характеристики плановых ремонтов элементов 1, 2, 3, 4, 5, (7, 8, 9, 10, 11) образуют одну ремонтируемую группу с показателями:
![](data:image/png;base64,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)
Элемент 1, 3, 5 (7, 9, 11) – разъединитель 110 кВ в ремонтируемую группу не включен, так как его профилактическое обслуживание проводится одновременно с ремонтом воздушной линии электропередач 110 кВ и воздушного выключателя 110 кВ.
Средний параметр потока отказов
![](data:image/png;base64,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)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для I ввода из-за аварийных отключений ввода (
![](data:image/png;base64,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)
) или отключений для профилактического ремонта и обслуживания (
![](data:image/png;base64,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)
):
![](data:image/png;base64,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)
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![](data:image/png;base64,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)
(58)
Средний параметр потока отказов
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAZCAYAAABQDyyRAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAI3SURBVEjH7VYxb9NAFH7XMpYf0JIzC+pc37kzS2VdlBQmC+zIW8lgVTckSDdEcM6WgR2xtNCJFlaGqO1c8QsQbdnhN7RquXfXA4sKicpYCCmRTnnfi533vfe+92wYj8fwLw/MCMwIzAj87ocEYB4gmUf7EoAAwC1IHG6UAAaTsks5kBMAdpxrvahz3jEMzoE93gG4JI0RMB/yLA0fmO9znuuOzfwq69KRuOCpXm+MwKhY4wEJPolhuYLYkuG912hPJv0F0YJDKuSgEQJK9W+bAAc+gAtIDC4s1jpfNG35wvOy0wgBLUVIgX722buAfIoasNhUhxL+0eM/PUmCYjYCNoKu2tcIlD3ehZY47E8mC74dItX3vTBTPvcGeLZ90wwzDtsEyAVQMRURvPO2j/OTgBUZO+1KSaXMW1EQfFiNiyfIeJSurldv8oK12eztzSUmI8R2dA32fl9JBmzfTlPFvlYB23MKU3PzmRu/4b0fOMq2fs3MChbg2912+0VI2H5apiucwCmP4+fop/Hm8Oo6Rmn7LZKv2rU2oVL5kteHFHTgJyXDNplKFaNkmfOeRt9mTJ96YVftWgRkzDeE1KHfG/inSCoKxCvMzvmKgasq3cVrq3ZtAhljJWoF24CTs1aMOAYNH6mHUiYtWx2llnCjhhAeJErd8Tb66xOIYMtqg7IjRuEIy96OyHunn+ArjjKub4fhLIqil97GDfvXn4bKZB2GKY4Gqf0wuulxowXHPvPZC8l/R+A7PQNy93nMzzUAAAAASUVORK5CYII=)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для II ввода из-за аварийных отключений ввода (
![](data:image/png;base64,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)
) или отключений для профилактического ремонта и обслуживания (
![](data:image/png;base64,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)
):
![](data:image/png;base64,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)
(59)
![](data:image/png;base64,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)
(60)
5. Затем определяются показатели полных отключений секций шин (
![](data:image/png;base64,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)
).
Средний параметр потока отказов
![](data:image/png;base64,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)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для I ввода из-за аварийных отключений ввода, отключений для профилактического ремонта и обслуживания (
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEcAAAAcCAYAAAAz+aIrAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAIfSURBVGje7ZixcoJAEIb3AXwBZzg7HwDONqkyiDO+ADJ2jpVDY5252FEkL2BnaZE6RWzT8AYpfAPfIckerCICChzGGa/YAsS7n2//3T2FxWIBOrJDQ9BwNBwNR8MpESMOKwD4yQ0+Wt0lnCCYtvodvhwL0cbrmc3mYDibaRC06Jp7L8O7hCN8x3Rc8UigHAM2zJ7N95+7rknglMERYtzmAFsAvsXFXzw+rGvRa4BiwL4dX5iN9RwCkbZj3n1VkZUALIukE4pCllSczEbgpOlLwbHYLNsqBfO3TxrGiLO3S5xA2lQ7+2QDEpe+plJryjm4vgUsJBhRoqzwEic0pS3XNZFY65PElRFb2T2JSSNH9IVOiEpSbUkdwUmLS06CsmJzzyKJ9bOeIZeiFsMwvi51Qh1tRRoz6aNreox9cNufZIGrVjIHFxaVFCalw/tLPL+4wjU598T5KQW7uiWVpfG0qcmTJd+6wu/ur3OyQsLYYPCKC8uXwdq37Wd5n/oVPsecdR7cw9EhypzvPz3g94tK5VhvHBkJrKNRCWk5RmOA0p74gsLtUtbLjGT1Tb66xsob+zafJEc+Liwd0OkvkT7dkxlmbK3ycHYtjZU39jgXsj8lphxuhrWfzNi5ftNk1NVYv7szK7QYhGhTpwfvUf2zHQmhftDU+ahJjUrr+9xk+fffXyU1qttUTpsoGzcLpqRG/Y+fhqPhaDgajoZz+/ELlDlxHExevOkAAAAASUVORK5CYII=)
) или развития отказов со стороны присоединений (
![](data:image/png;base64,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)
):
![](data:image/png;base64,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)
(61)
![](data:image/png;base64,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)
(62)
Средний параметр потока отказов
![](data:image/png;base64,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)
и среднее время восстановления напряжения
![](data:image/png;base64,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)
для II ввода из-за аварийных отключений ввода, отключений для профилактического ремонта и обслуживания (
![](data:image/png;base64,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)
) или развития отказов со стороны присоединений (
![](data:image/png;base64,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)
):
![](data:image/png;base64,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)
(63)
![](data:image/png;base64,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)
(64)
Далее переходят к расчету ЛРС III и IV.
Поскольку параметры элементов, составляющих ЛРС III и IV одинаковы и число потока отказов
![](data:image/png;base64,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)
а также время восстановления
![](data:image/png;base64,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)
расчет будет представлен на примере ЛРС III, для ЛРС IV он идентичен.
6. Показатели аварийных отключений из-за отказов шин ТП или из-за развития отказов со стороны присоединений (
![](data:image/png;base64,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)
).
На данном этапе проектирования количество отходящих линий неизвестно, поэтому для упрощения расчетов принимают число присоединений mIII = 1 для обоих секций шин – 3 и 4 (секции шин пронумерованы в соответствии с номерами источников питания (ИП) для данных секций). Показатели надежности для элементов 17 и 18 ЛРС III и для секций шин 6-10 кВ (табл. 7), равны:
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
.