2011
DOI: 10.1016/j.comnet.2010.10.002
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A simple but accurate throughput model for IEEE 802.11 EDCA in saturation and non-saturation conditions

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Cited by 55 publications
(48 citation statements)
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“…7.1.2. Good agreement of theoretical and simulation results validates the correct implementation of BusySiMOn in the ns-2 simulator The analysis presented in this section is based on the EDCA throughput model that we proposed in [14]. For EDCA, the throughput of the i-th AC (S i ) is equal to the average duration of a successful transmission of a frame in this particular AC divided by the average duration of a Table 3 Lower bound of the probability of successful transmission by either of the hidden nodes in the first scenario in Fig.…”
Section: Throughput Estimationsupporting
confidence: 54%
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“…7.1.2. Good agreement of theoretical and simulation results validates the correct implementation of BusySiMOn in the ns-2 simulator The analysis presented in this section is based on the EDCA throughput model that we proposed in [14]. For EDCA, the throughput of the i-th AC (S i ) is equal to the average duration of a successful transmission of a frame in this particular AC divided by the average duration of a Table 3 Lower bound of the probability of successful transmission by either of the hidden nodes in the first scenario in Fig.…”
Section: Throughput Estimationsupporting
confidence: 54%
“…The remaining unknown variables (s i , p i S , p i B ) can be calculated using the model presented in [14].…”
Section: Throughput Estimationmentioning
confidence: 99%
“…If each access category ACi has the same number of nodes n i , that when a node is successfully competing to get the channel and transmitting unmistakably within the appointed time, it belongs to successful transmission. The probability p si of ACi successful transmission reaches a conclusion by analysing the literature [1]:…”
Section: The Relevant Parameter Of Edcamentioning
confidence: 99%
“…When the channel is busy, the node scouts that at least one node is transmitting data packets in the media channel; assuming the probability is p Bi , and we can consider that the probability p Ci of the data frame collision is equal to p Bi , and the relevant probability formula [1] is:…”
Section: (8)mentioning
confidence: 99%
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