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基于最小化平均分组跳的波长路由环网逻辑拓扑设计 被引量:2

Logical topologies design of wavelength-routed ring networks based on minimizing average packet hops
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摘要 本文提出了用混合整数线性规则 (MILP)进行波长路由环网的逻辑拓扑设计。对于给定的通信流量矩阵 ,其目标函数是最小化平均分组跳。以双向环网为例 ,对于不同网络结构参数的情况 ,进行了计算分析并给出了数值结果。 In this paper,we proposed that the logical topology design of wavelength routed ring network using mixed integer linear programming(MILP) For a given traffic demand matrix,the objective function of this optimal problem is to minimize the average packet hop distance We take the bidirectional ring network as an example For different network architecture parameters,the numerical results and analyses were provided In addition,we also compare the case of unidirectional ring network with bidirectional ring network
出处 《通信学报》 EI CSCD 北大核心 2000年第11期69-74,共6页 Journal on Communications
基金 国家 8 6 3项目! ( 86 3- 30 0 - 0 2 - 0 5- 99) 国家自然科学基金资助!项目 ( 6 9990 54 0 ) 上海科技发展基金 宽带光纤传输
关键词 全光网 波长路由 逻辑拓扑设计 环网 平均分组跳 all optical network wavelength routing logical topology design ring network mixed integer linear programming
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参考文献1

  • 1Xiong Y Z,光学学报,1999年,28卷,2期,146页

同被引文献17

  • 1RAJIV RAMASWAMI,KUMAR N.SIVARAJAN.Design of Logical Topologies for Wavelength-Routed Optical Networks[J].IEEE Journal on selected areas in communications.1996,14(5):840-851.
  • 2RUDRA DUTTA,GEORGE N.ROUSKAS.Optical WDM Networks:Principles and Practice[M].Kluwer,Norwell,Massachusetts,2000.
  • 3GEORGE N ROUSKAS.Wiley Encyclopedia of Telecommunications[M],John Wiley & Sons,2001
  • 4RAJESH M.KRISHNASWAMY,KUMAR N.SIVARAJAN.Design of Logical Topologies:A linear Formulation for Wavelength-Routed Optical Networks with No Wavelength Changers[J].IEEE/ACM TRANSACTIONS ON NETWORKING,2001,9(2):186-198.
  • 5LEONARDI E,MELLIA M,MARSAN M A.Algorithms for Logical Topology Design in WDM All-Optical Networks[J].Optical Networks Magazine,Jan.2000,pp.35-46.
  • 6BANERJEE S,YOO J,CHEN C.Design of wavelength-Routed Optical Networks for Packet Switched Traffic[J].Journal oflightwave Technology Sep.1997,15(9):1636-1646
  • 7ROUSKAS G,DUTTA R.Optical WDM networks:Principles and Practice[M].Kluwer,Norwell,Massachusetts,2000.79-102.
  • 8KRISHNASWAMY R M,SIVARAJAN K N.Design of logical topologies:a linear formulation for wavelength-routed optical networks with no wavelength changers[J].IEEE/ACM TransNetworking,2001,9:186-198.
  • 9RAMASWAMI R,SIVARAJAN K N.Design of logical topologies for wavelength-routed optical networks[J].IEEE Journal on Selected Areas in Communications,1996,14:840-851.
  • 10LEONARDI E,MELLIA M,MARSAN M A.Algorithms for logical topology design in WDM all-optical networks[J].Optical Networks Magazine,2000,1 (1):35-46.

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