Computer Science ›› 2014, Vol. 41 ›› Issue (5): 275-279.doi: 10.11896/j.issn.1002-137X.2014.05.058

Previous Articles     Next Articles

Critical Components Identification of Power Infrastructure Systems Based on Complex Network Theory

ZHANG Ying-chun and WANG Shu-liang   

  • Online:2018-11-14 Published:2018-11-14

Abstract: As a typical critical infrastructure system,key components identification of the power network has great importance for analyzing and understanding vulnerability of the power network.On this basis,by utilizing the method of complex network,this paper studied the key components from aspects of complex network statistical index and perfor-mance variation under disturbance.Key components of the power network were acquired and identified to better protect the systems.It is helpful in providing decision support on cascading failures control and system improvement.

Key words: Power network,Complex network,Vulnerability analysis,Critical components,Infrastructure protection

[1] President’s Commission on Critical Infrastructure Protection,Critical Foundations:Protecting America’s Infrastructures.http://www.fas.org/sgp/library/pccip.pdf,1997
[2] Presidential Decision Directive 63.http://www.ciao.gov
[3] Apostolakis G E.How useful is quantitative risk assessment?[J].Risk Analysis,2004,24:515-520
[4] Liu H,Davidson R A,Rosowsky D V,et al.Negative binomial regression of electric power outages in hurricanes[J].Journal of Infrastructure Systems,2009,11(4):258-267
[5] Wang J.Robustness of complex networks with the local protection strategy against cascading failures[J].Safety Science,2013,53:219-225
[6] 朱勤,彭希哲,吴开亚.基于投入产出模型的居民消费品载能碳排放测算与分析[J].自然资源学报,2012,27(12):2018-2029
[7] Konig M D,Battiston S,Napoletano M,et al.The efficiency and stability of R&D networks[J].Games and Economic Behavior,2012,75(2):694-713
[8] Watt D J,Strogatz S H.Collective dynamics of "small world" network [J].Nature,1998,393:440-442
[9] 邓宏钟,吴俊,李勇,等.复杂网络拓扑结构对系统抗毁性影响研究[J].系统工程与电子技术,2008,30(12):2425-2428
[10] Wang S L,Hong L,Ouyang M,et al.Vulnerability analysis of interdependent infrastructure systems under edge attack strategies[J].Safety Science,2013,1(1):328-337
[11] Arenas A,Díaz-Guilera A,Kurths J,et al.Synchronization incomplex networks [J].Physics Report,2008,469(3):93-153
[12] Chen H H,Sheu G J,Lin Y L,et al.Chaos synchronization between two different chaotic systems via nonlinear feedback control [J].Nonlinear Analysis,2009,70:4393-4401
[13] 刘建香.复杂网络及其在国内研究进展的综述[J].系统科学学报,2009,17(5):31-37
[14] Zhou T,Fu Z Q,Wang B H.Epidemic dynamics on complex networks[J].Progress in Natural Science,2006,16(5):452-457
[15] Criado R,Garcia A,Hernández-Bermejo B,et al.New results on computable efficiency and its stability for complex networks[J].Journal of Computational and Applied Mathematics,2006,192(1):59-74
[16] Crucitti P,Latora V,Marchiori M,et al.Efficiency of scale-free networks:Error and attack tolerance[J].Physica A,2003,320:622-642
[17] Holme P,Kim B J,Yoon C N,et al.Attack vulnerability of com-plex networks[J].Physical Review E,2002,65(1):056109
[18] Criado R,Flores J,Hernández-Bermejo B,et al.Effective mea-surement of network vulnerability under random and intentional attacks[J].Journal of Mathematical Modeling and Algorithms,2005,4(3):307-316
[19] Volkanovski A,Cepin M,Mavko B.Application of the fault tree analysis for assessment of power system reliability[J].Reliability Engineering & System Safety,2009,94(6):1116-1127
[20] Zio E,Golea L R.Analyzing the topological,electrical and relia-bility characteristics of a power transmission system for identi-fying its critical elements[J].Reliability Engineering & System Safety,2012,101:67-74
[21] 邓雪波,王小强,陈曦,等.基于效能模型的电力通信网可靠性研究[J].重庆邮电大学学报:自然科学版,2012,4(3):378-382

No related articles found!
Viewed
Full text


Abstract

Cited

  Shared   
  Discussed   
No Suggested Reading articles found!