### 抄録

In a distribution system, in order to enhance the reliability of power supply, the distribution feeder is divided into several sections by installing sectionalizing switches, and then each of sectionalizcd sections is connected to different feeder. For example, one feeder is divided into three sections by two sectionalizing switches, and then each of divided sections is connected to other feeder through sectionalizing switch. Since a distribution system with many feeders has many sectionalizing switches, the system configuration is determined by states (opened or closed) of sectionalizing switches. Usually, power utility tries to obtain distribution loss-minimum configuration among large numbers of configuration candidates. However, it is very difficult to determine the loss-minimum configuration that the mathematical optimality is guaranteed, because it is well known that determination of distribution system's configuration is to decide whether each sectionalizing switch is opened or closed by solving a combinatorial optimizalion problem. In this paper, the authors propose a determination method of loss minimum configuration which the mathematical optimality is guaranteed for a three sectionalized and three connected distribution feeder network. A problem to determine the loss minimum configuration is formulated as a combinatorial optimization problems with four operational constraints (1) feeder capacity, (2) voltage limit, (3) radial structure and (4) three scctionalization). In the proposed method, after picking up all partial configurations satisfied with radial structure constraint by using enumeration method, optimal combination of partial configurations is determined under the other operational constraints by using conventional optimization method. Numerical simulations are carried out for a distribution network model with 140 sectionalizing switches in order to examine the validity of the proposed algorithm in comparison with one of conventional meta-heuristics (Tabu search).

元の言語 | English |
---|---|

ジャーナル | IEEJ Transactions on Power and Energy |

巻 | 126 |

発行部数 | 5 |

出版物ステータス | Published - 2006 |

外部発表 | Yes |

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### ASJC Scopus subject areas

- Electrical and Electronic Engineering
- Energy Engineering and Power Technology

### これを引用

*IEEJ Transactions on Power and Energy*,

*126*(5).

**Determination method of loss-minimum configuration with mathematical optimally in a three sectionalized and three connected distribution feeder network.** / Hayashi, Yasuhiro; Matsuki, Junya; Ishikawa, Shinji; Takano, Hirotaka; Muto, Eiji; Kobayashi, Naoki.

研究成果: Article

*IEEJ Transactions on Power and Energy*, 巻. 126, 番号 5.

}

TY - JOUR

T1 - Determination method of loss-minimum configuration with mathematical optimally in a three sectionalized and three connected distribution feeder network

AU - Hayashi, Yasuhiro

AU - Matsuki, Junya

AU - Ishikawa, Shinji

AU - Takano, Hirotaka

AU - Muto, Eiji

AU - Kobayashi, Naoki

PY - 2006

Y1 - 2006

N2 - In a distribution system, in order to enhance the reliability of power supply, the distribution feeder is divided into several sections by installing sectionalizing switches, and then each of sectionalizcd sections is connected to different feeder. For example, one feeder is divided into three sections by two sectionalizing switches, and then each of divided sections is connected to other feeder through sectionalizing switch. Since a distribution system with many feeders has many sectionalizing switches, the system configuration is determined by states (opened or closed) of sectionalizing switches. Usually, power utility tries to obtain distribution loss-minimum configuration among large numbers of configuration candidates. However, it is very difficult to determine the loss-minimum configuration that the mathematical optimality is guaranteed, because it is well known that determination of distribution system's configuration is to decide whether each sectionalizing switch is opened or closed by solving a combinatorial optimizalion problem. In this paper, the authors propose a determination method of loss minimum configuration which the mathematical optimality is guaranteed for a three sectionalized and three connected distribution feeder network. A problem to determine the loss minimum configuration is formulated as a combinatorial optimization problems with four operational constraints (1) feeder capacity, (2) voltage limit, (3) radial structure and (4) three scctionalization). In the proposed method, after picking up all partial configurations satisfied with radial structure constraint by using enumeration method, optimal combination of partial configurations is determined under the other operational constraints by using conventional optimization method. Numerical simulations are carried out for a distribution network model with 140 sectionalizing switches in order to examine the validity of the proposed algorithm in comparison with one of conventional meta-heuristics (Tabu search).

AB - In a distribution system, in order to enhance the reliability of power supply, the distribution feeder is divided into several sections by installing sectionalizing switches, and then each of sectionalizcd sections is connected to different feeder. For example, one feeder is divided into three sections by two sectionalizing switches, and then each of divided sections is connected to other feeder through sectionalizing switch. Since a distribution system with many feeders has many sectionalizing switches, the system configuration is determined by states (opened or closed) of sectionalizing switches. Usually, power utility tries to obtain distribution loss-minimum configuration among large numbers of configuration candidates. However, it is very difficult to determine the loss-minimum configuration that the mathematical optimality is guaranteed, because it is well known that determination of distribution system's configuration is to decide whether each sectionalizing switch is opened or closed by solving a combinatorial optimizalion problem. In this paper, the authors propose a determination method of loss minimum configuration which the mathematical optimality is guaranteed for a three sectionalized and three connected distribution feeder network. A problem to determine the loss minimum configuration is formulated as a combinatorial optimization problems with four operational constraints (1) feeder capacity, (2) voltage limit, (3) radial structure and (4) three scctionalization). In the proposed method, after picking up all partial configurations satisfied with radial structure constraint by using enumeration method, optimal combination of partial configurations is determined under the other operational constraints by using conventional optimization method. Numerical simulations are carried out for a distribution network model with 140 sectionalizing switches in order to examine the validity of the proposed algorithm in comparison with one of conventional meta-heuristics (Tabu search).

KW - Combinatorial optimization problem

KW - Distribution system

KW - Enumeration method

KW - Loss minimum configuration

KW - Sectionalizing switch

KW - Three sectionalized and three connected feeder network

UR - http://www.scopus.com/inward/record.url?scp=33646382854&partnerID=8YFLogxK

UR - http://www.scopus.com/inward/citedby.url?scp=33646382854&partnerID=8YFLogxK

M3 - Article

AN - SCOPUS:33646382854

VL - 126

JO - IEEJ Transactions on Power and Energy

JF - IEEJ Transactions on Power and Energy

SN - 0385-4213

IS - 5

ER -