Research Article
Optimal Siting and Sizing of Multiple DG Units for
the Enhancement of Voltage Profile and Loss Minimization in
Transmission Systems Using Nature Inspired Algorithms
Ambika Ramamoorthy
1
and Rajeswari Ramachandran
2
1
Department of Electrical Engineering, Anna University, Chennai, Tamil Nadu 600 025, India
2
Department of Electrical Engineering, Government College of Technology, Coimbatore, Tamil Nadu 641 041, India
Correspondence should be addressed to Ambika Ramamoorthy; rambi 2004@yahoo.co.in
Received 29 April 2015; Revised 3 September 2015; Accepted 17 December 2015
Academic Editor: Adnan Parlak
Copyright © 2016 A. Ramamoorthy and R. Ramachandran. Tis is an open access article distributed under the Creative Commons
Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is
properly cited.
Power grid becomes smarter nowadays along with technological development. Te benefts of smart grid can be enhanced through
the integration of renewable energy sources. In this paper, several studies have been made to reconfgure a conventional network
into a smart grid. Amongst all the renewable sources, solar power takes the prominent position due to its availability in abundance.
Proposed methodology presented in this paper is aimed at minimizing network power losses and at improving the voltage stability
within the frame work of system operation and security constraints in a transmission system. Locations and capacities of DGs have
a signifcant impact on the system losses in a transmission system. In this paper, combined nature inspired algorithms are presented
for optimal location and sizing of DGs. Tis paper proposes a two-step optimization technique in order to integrate DG. In a frst
step, the best size of DG is determined through PSO metaheuristics and the results obtained through PSO is tested for reverse power
fow by negative load approach to fnd possible bus locations. Ten, optimal location is found by Loss Sensitivity Factor (LSF) and
weak (WK) bus methods and the results are compared. In a second step, optimal sizing of DGs is determined by PSO, GSA, and
hybrid PSOGSA algorithms. Apart from optimal sizing and siting of DGs, diferent scenarios with number of DGs (3, 4, and 5) and
capacities of DGs ( alone, alone, and and both) are also analyzed and the results are analyzed in this paper. A detailed
performance analysis is carried out on IEEE 30-bus system to demonstrate the efectiveness of the proposed methodology.
1. Introduction
Today, the power grid is transforming and evolving into a
faster-acting, potentially more controllable grid than in the
past. Tis so-called smart grid will incorporate new digital
and intelligent devices to replace the existing power network
[1]. Tis grants an opportunity for new innovations and
modernizations.
Te massive penetration of distributed generation into
electric grid is one of the salient features of smart grid. But
the integration of DGs perturbs the power fow and voltage
conditions of the network. So, voltage regulation is one of the
major issues to be addressed [2].
Te 16% of global fnal energy consumption comes
from renewable sources during 2012, with 10% coming from
traditional biomass, 3.4% coming from hydroelectricity, and
the remaining 2.6% coming from new renewable sources like
wind, solar power, and so forth [3].
Solar power takes the prominent position among all other
sources due to its continuous availability and cost efective-
ness. Solar energy is available in abundance [4]. But there are
several challenges in adding renewable energy sources into
the conventional grid [5]. Te size and location of DGs are the
crucial factors in the application of DG for loss minimization
[6].
One of the key requirements for reliable electric power
system operation is the balancing of reactive power supply
and demand to maintain adequate system voltages. Lack
of sufcient reactive power supplies can result in voltage
instability. Te peripheral method of balancing the reactive
Hindawi Publishing Corporation
e Scientific World Journal
Volume 2016, Article ID 1086579, 16 pages
http://dx.doi.org/10.1155/2016/1086579