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Reseach Article

Topology based Radial Distribution Network and its Voltage Stability Analysis

Published on September 2014 by M. Mohanty, M. Senapati, N. K. Ray
International Conference on Emergent Trends in Computing and Communication
Foundation of Computer Science USA
ETCC - Number 1
September 2014
Authors: M. Mohanty, M. Senapati, N. K. Ray
60ccba69-23d3-4592-874f-e3631c5144d3

M. Mohanty, M. Senapati, N. K. Ray . Topology based Radial Distribution Network and its Voltage Stability Analysis. International Conference on Emergent Trends in Computing and Communication. ETCC, 1 (September 2014), 11-16.

@article{
author = { M. Mohanty, M. Senapati, N. K. Ray },
title = { Topology based Radial Distribution Network and its Voltage Stability Analysis },
journal = { International Conference on Emergent Trends in Computing and Communication },
issue_date = { September 2014 },
volume = { ETCC },
number = { 1 },
month = { September },
year = { 2014 },
issn = 0975-8887,
pages = { 11-16 },
numpages = 6,
url = { /proceedings/etcc/number1/17640-1406/ },
publisher = {Foundation of Computer Science (FCS), NY, USA},
address = {New York, USA}
}
%0 Proceeding Article
%1 International Conference on Emergent Trends in Computing and Communication
%A M. Mohanty
%A M. Senapati
%A N. K. Ray
%T Topology based Radial Distribution Network and its Voltage Stability Analysis
%J International Conference on Emergent Trends in Computing and Communication
%@ 0975-8887
%V ETCC
%N 1
%P 11-16
%D 2014
%I International Journal of Computer Applications
Abstract

The stability index is a function of real & reactive power injected at that node as well as of node voltage. The report presents stability analysis of radial distribution networks. Two voltage stability indexes are used for identifying the node, which is most sensitive to voltage collapse. Therefore to calculate node voltages for varying operating conditions a simple load flow technique for solving radial distribution networks is used. This method involves only the evaluation of a simple algebraic expression of voltage magnitudes and no trigonometric functions as opposed to the standard load flow case. After load flow study, voltage at all nodes is known. The node, at which stability index is minimum, is more sensitive to voltage collapse

References
  1. Kersting, W. H. , and Mendive, D. L. , 'An application of ladder network theory to the solution of three phase radial load flow problem'. IEEE PES winter meeting, January 1976 ,New York.
  2. Kersting, W. H. , 'A method to the design and operation of a distribution system', IEEE Trans. , PAS-103, pp. 1945-1952. 1984
  3. Stevens, R. A. , Rizy, D. T. , and Purucker, S. L. , 'Performance of conventional power flow routines for real-time distribution automation application'. Proceedings of 18th southeastern symposium on System theory, 1986, (IEEE Computer Society), pp. 196-200.
  4. Shirmohammadi. D. , Hong. H. W. , Emlyen. A. and Luo, G. X. : 'A compensation-based power flow method for weakly meshed distribution and transmission networks', IEEE Trans. , 1988, PWRS-3, pp. 753-743.
  5. Baran. M. E. , and Wu, F. F. , 'Optimal sling of capacitors placed on a radial distribution system', IEEE Trans. , 1989, PWRD-2, pp. 735-743.
  6. Chiang, H. D. : 'A decoupled load flow method for distribution power network algorithms, analysis and convergence study', Electr. Power Energy Syst. , 1991, 13, (3), pp. 130-138
  7. Renato. C. G. , 'New method for the analysis of distribution networks', IEEE Trans. , 1990, PWRD-5, vol 1, pp. 9-13
  8. Goswami, S. K. , and Basu, S. K. , 'Direct solution of distribution systems', IEE Proc. C. 1991, 188, vol 1, pp. 78-88
  9. Das D, Kothari D P, Kalam A, " A simple and efficient method for load flow solution for radial distribution networks'', International journal of Electrical power and energy system, Vol. 17, No. 5, pp 333-346, 1995.
  10. Ghosh S, Das D, "Method for load flow solution for radial distribution networks'' IEE proc. Genre. Trans. Distrib, Vol 146, No. 6, Nov 1999.
  11. Chakravorty M. , Das D. , "Voltage stability analysis of radial distribution networks, Electrical Power and Energy Systems, vol. 23, pp 129-135, 2000.
  12. M. Moghavvemi and M. O. Faruque, "Power system security and voltage collapse: A line outage based indicator for prediction," Int. J. Electrical Power and Energy System. , no. 21. Elsevier Science, UK, pp. 455-461, 1999.
  13. Brownell G, Clarke H. Analysis and solutions for bulk system voltage instability. IEEE Computer Applications in Power 1989;2(3):31-5.
  14. Jasmon GB, Lee LHCC. Distribution network reduction for voltage stability analysis and load flow calculations. International Journal of Electrical Power and Energy Systems 1991;13(1):9-13.
  15. Gubina F, Strmcnik B. A simple approach to voltage stability assessment in radial networks. IEEE Transactions on Power Systems 1997;12(3):1121-8.
Index Terms

Computer Science
Information Sciences

Keywords

Radial Distribution Networks voltage Stability Analysis