@article{raj-kum-20-aa-binswarm,
  author = {Vinod Raj and Boddeti Kalyan Kumar},
  title = {A New Affine Arithmetic-Based Optimal Network Reconfiguration to Minimize Losses in a Distribution System Considering Uncertainty Using Binary Particle Swarm Optimization},
  journal = {Electric Power Components and Systems},
  volume = {48},
  number = {6-7},
  pages = {628-639},
  year  = 2020,
  publisher = {Taylor {\&} Francis},
  doi = {10.1080/15325008.2020.1797940},
  altkeys = {raj-kum-19-aa-binswarm},
  comment = {Combines AA with binary particl swarm optimization (BPSO). See also~\cite{raj-kum-20-aa-ptswarm}},
  abstract = {In the present work, Binary Particle Swarm Optimization (BPSO) based optimal re-configuration for balanced and unbalanced radial distribution networks using Affine Arithmetic (AA), with uncertainty in generation and load, is proposed to minimize the system losses. An expression for three phase real affine power loss is derived with partial deviations of real power loss in lines with respect to power injections in other buses and also with respect to power injections in other phases in case of unbalanced distribution systems. The major contribution of the present work is the application of AA based optimal network reconfiguration, to both balanced and unbalanced radial distribution networks with uncertainty. The proposed method is tested on IEEE 16, 33, 85 and 119 bus balanced distribution systems and an unbalanced 123 bus system with Distributed Generation (DG) connected at some buses. The optimal loss intervals obtained by the proposed method are compared with that obtained by Interval Arithmetic (IA) and Monte Carlo (MC) simulations based methods. The simulation results show that proposed AA based analysis gives an optimal reconfiguration, for both balanced and unbalanced radial distribution systems with uncertainty as compared to existing IA based method.}
}