Some principles for designing a wide-area WDM optical network
IEEE/ACM Transactions on Networking (TON)
Wide area network design: concepts and tools for optimization
Wide area network design: concepts and tools for optimization
Optical WDM Networks: Principles and Practice
Optical WDM Networks: Principles and Practice
Routing and wavelength assignment vs. wavelength converter placement in all-optical networks
IEEE Communications Magazine
Optical networking technologies: what worked and what didn't
IEEE Communications Magazine
Design of logical topologies for wavelength-routed optical networks
IEEE Journal on Selected Areas in Communications
Design of the optical path layer in multiwavelength cross-connected networks
IEEE Journal on Selected Areas in Communications
Software Tools and Methods for Research and Education in Optical Networks
Towards Digital Optical Networks
Multi-hour network planning based on domination between sets of traffic matrices
Computer Networks: The International Journal of Computer and Telecommunications Networking
Photonic Network Communications
(Non-)reconfigurable virtual topology design under multihour traffic in optical networks
IEEE/ACM Transactions on Networking (TON)
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This paper presents the MatPlanWDM tool, an educational network planning tool for wavelength-routing WDM networks. It includes a set of heuristic algorithms for solving the virtual topology design, and the routing and grooming of traffic flows on top of it. In addition, an implementation of the linear programming problem to obtain the optimal solution of the complete design is included for comparison. The input parameters to the planning problem are the network physical topology, the traffic matrix, and technological constraints like the number of transmitters, receivers, optical converters and wavelengths available. The tool is implemented as a MATLAB toolbox. The set of heuristic algorithms can be easily extended. A graphical interface is provided to plot the results obtained from different heuristics and compare them with the optimal solution in small-scale topologies.