OPTIMAL POWER DISTRIBUTION PLANNING USING IMPROVED PARTICLE SWARM OPTIMIZATION

Authors

  • Meena Kumari UIET,MDU,ROHTAK
  • Rakesh Ranjan
  • VR Singh
  • Shubham Swapnil University of Florida

DOI:

https://doi.org/10.18201/ijisae.2018644773

Keywords:

Path selection, Conductor selection, Optimization, Load Flow method, Optimal Planning.

Abstract

In planning of radial power distribution system, optimal feeder routing and optimal branch conductor selection plays an important role. The highly economical distribution system requires effective planning method which involves optimization procedure to connect the given load to the substations. In this paper optimal power distribution system is presented with minimum energy loss cost for paths and optimal conductors. The proposed optimal power distribution is procedure is described in following stages, initially read the input system data and identify all the possible paths. Then for each identified path forward/backward sweep load flow technique is applied to calculate the energy loss costs and select the minimum energy loss cost path for the power distribution. Finally, the optimal branch conductor selection of radial distribution system is performed by using particle swarm optimization (PSO). Here, the optimization is improved by using the power loss and depreciation on capital investment parameters. This results the optimal conductor and then the location of optimal conductor is chosen as the optimal substation and then through the optimal substation power is distributed optimally. 

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References

Klose, Andreas, and Andreas Drexl "Facility location models for distribution system design", European journal of operational research, vol.162, no. 1, pp. 4-29, 2005.

Martins, Vinicius F., and Carmen LT Borges. "Active distribution network integrated planning incorporating distributed generation and load response uncertainties." IEEE Transactions on Power Systems vol.26, no. 4, pp.2164-2172, 2011.

M. H. Haque, “Load flow solution of distribution systems with voltage dependent load models,” Elect Power System Research, vol. 36, no. 3, pp. 51–156, 1996.

Whei-Min Lin, Jen-HaoTeng, “Three-Phase Distribution Network Fast-Decoupled Power Flow Solutions”, Electrical Power and Energy SystemsVol.22, pp.375-380, 2000.

Ranjan, Rakesh, B. Venkatesh, and D. Das, "A new algorithm for power distribution system planning", Electric Power Systems Research, vol.62, no. 1, pp.55-65, 2002.

Chowdhury, A. A., Sudhir Kumar Agarwal, and Don O. Koval. "Reliability modeling of distributed generation in conventional distribution systems planning and analysis." IEEE Transactions on industry applications vol.39, no. 5, pp.1493-1498, 2003.

Gomez, J. F., H. M. Khodr, P. M. De Oliveira, L. Ocque, J. M. Yusta, R. Villasana, and A. J. Urdaneta. "Ant colony system algorithm for the planning of primary distribution circuits.", IEEE Transactions on Power Systems vol.19, no. 2, pp.996-1004, 2004.

Najafi, Sajad, Seyed Hossein Hosseinian, Mehrdad Abedi, Arash Vahidnia, and Saeed Abachezadeh, "A framework for optimal planning in large distribution networks", IEEE Transactions on Power Systems 24, no. 2, pp.1019-1028, 2009.

Scott, B., 1974, Review of Load-Flow Calculation Methods, IEEE Proc, Vol. 2, No. 7,

pp. 916–929.

Prasad K., Sahoo N. C., Chaturvedi A. and Ranjan R, “A Simple Approach In Branch Current Computation In Load Flow Analysis Of Radial Distribution Systems”, International Journal for Electrical Engineering Education, Vol.44/1, pp.1,2007.

D. Das, D. P. Kothari, and A. Kalam, “Simple and efficient method for load flow solution of radial distribution networks,” Elect. Power Energy Syst., vol. 17, no. 5, pp. 335–46,1995.

Augugliaro A, Dusonchet L, Favuzza S, Ippolito MG, Riva Sanseverino E,“A Backward sweep method for power flow solution in distribution networks”, Electrical Power and Energy Systems 32 ,271-280 ,2010.

S. Sivanagaraju, J. Viswanatha Raoand M. Giridhar,“A loop based loop flow method for weakly meshed distribution network”, ARPN Journal of Engineering and Applied Sciences ISSN 1819-6608, Vol.3, no.4, August 2008.

D.Das, H.S.Nagi and D.P.Kothari, “Novel Method for Solving Radial Distribution Networks”, IEE Proceedings on Generation Transmission and Distribution, Vol.141, no.4, pp.291-298, July 1994. 37

Goswami, S.K., and Basu, S.K.: ‘Direct solution of distribution systems’, IEE Proc. C, 188, (I), pp. 78-88, 1991.

M.H.Haque, “Efficient Load-flow Method for Distribution Systems with Radial or Mesh Configuration”, IEE Proceedings on Generation, Transmission, Distribution, Vol.143, no.1, pp.33-39, January 1996.

U.Eminoglu and M.H.Hocaoglu, “A New Power Flow Method for Radial Distribution Systems Including Voltage Dependent Load Models”, Electric Power Systems Research Vol.76 pp.106-114, 2005.

Mostafa Esmaeeli, Ahad Kazemi, Heidarali Shayanfar, Mahmoud-Reza Haghifamb, Pierluigi Siano “Risk-based planning of distribution substation considering technical and economic uncertainties” Electric Power Systems Research, 2016.

Marina Lavorato, Marcos J. Rider, Ariovaldo V. Garcia, and Rubén Romero, “A Constructive Heuristic Algorithm for Distribution System Planning” IEEE transactions on power systems, vol. 25, no. 3, pp.1734-1742, August 2010.

El-Khattam, Walid, and Magdy MA Salama. "Distributed generation technologies, definitions and benefits", Electric power systems research vol.71, no. 2, pp.119-128, 2004.

Borges, Carmen LT, and Djalma M. Falcao. "Optimal distributed generation allocation for reliability, losses, and voltage improvement." International Journal of Electrical Power & Energy Systems, vol.28, no. 6, pp.413-420, 2006.

Braga, António Silvestre D., and João Tomé Saraiva. "A multiyear dynamic approach for transmission expansion planning and long-term marginal costs computation.", IEEE Transactions on Power Systems vol.20, no. 3, pp.1631-1639, 2005.

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Published

26.09.2018

How to Cite

Kumari, M., Ranjan, R., Singh, V., & Swapnil, S. (2018). OPTIMAL POWER DISTRIBUTION PLANNING USING IMPROVED PARTICLE SWARM OPTIMIZATION. International Journal of Intelligent Systems and Applications in Engineering, 6(3), 170–177. https://doi.org/10.18201/ijisae.2018644773

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Section

Research Article