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  • In this paper, it will be described a mathematical model of the Enhanced Distributed Coordination Function (EDCF) media access mechanism implemented by Markov Chains. Using this model, it will be derived a mathematical expression of a normalized saturation throughput. Further, simulation results will be shown made by OPNET Modeler and aimed at the dependency of the throughput on the load and the media access delay on the load. Finally, the influence of the minimal and maximal contention window on the throughput and the media access delay will be analyzed.
  • In this paper, it will be described a mathematical model of the Enhanced Distributed Coordination Function (EDCF) media access mechanism implemented by Markov Chains. Using this model, it will be derived a mathematical expression of a normalized saturation throughput. Further, simulation results will be shown made by OPNET Modeler and aimed at the dependency of the throughput on the load and the media access delay on the load. Finally, the influence of the minimal and maximal contention window on the throughput and the media access delay will be analyzed. (en)
Title
  • Mathematical Modeling and Simulation of EDCF Media Access Mechanism in IEEE 802.11 Technology
  • Mathematical Modeling and Simulation of EDCF Media Access Mechanism in IEEE 802.11 Technology (en)
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  • Mathematical Modeling and Simulation of EDCF Media Access Mechanism in IEEE 802.11 Technology
  • Mathematical Modeling and Simulation of EDCF Media Access Mechanism in IEEE 802.11 Technology (en)
skos:notation
  • RIV/61989100:27240/08:00021133!RIV11-MSM-27240___
http://linked.open...avai/riv/aktivita
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  • Z(MSM6198910027)
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  • 377986
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  • RIV/61989100:27240/08:00021133
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  • IEEE 802.11e, EDCF access mechanism, OPNET (en)
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  • [4555DDC21B5E]
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  • Parádfürdö, Hungary
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  • Budapest
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  • 31st International Conference Telecommunications and Signal Processing (TSP 2008)
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  • Machník, Petr
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http://linked.open...ain/vavai/riv/wos
  • 000266239500031
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number of pages
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  • Asszisztencia Szervező Kft.
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  • 978-963-06-5487-6
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  • 27240
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