2012 Proceedings of IEEE Southeastcon 2012
DOI: 10.1109/secon.2012.6196920
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An energy-delay model for a packet coalescer

Abstract: Newer link-layer protocols -including Energy Efficient Ethernet (EEE) -support a sleep mode to save energy during idle periods. Bursting or coalescing of packets can be used to reduce the overhead from sleep-wake transitions for such links. We develop an energy-delay model for a coalescing queue given deterministic interarrival and service times. We also model the delay of a downstream queue. The model shows that there is a burst size beyond which only little energy savings can be achieved while the packet del… Show more

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Cited by 16 publications
(20 citation statements)
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“…VI. The upper bound given by (20) is also shown in the graph. The results evidence that, at low rates, size-based coalescing achieves longer sleeping periods, although there is still some room for improvement.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…VI. The upper bound given by (20) is also shown in the graph. The results evidence that, at low rates, size-based coalescing achieves longer sleeping periods, although there is still some room for improvement.…”
Section: Discussionmentioning
confidence: 99%
“…More interesting are those models addressing the energy-delay trade-off. For instance, [20] presents a deterministic model for size-based coalescers while [21] models time-based coalescers for Poisson arrivals.…”
Section: B Eee Analytical Modelsmentioning
confidence: 99%
“…In [5], the authors propose an analytical model that allows to compute fast the potential EEE energy saving, using simple statistical parameters for unidirectional traffic. In [12], using parameters such as the packet arrival time and the service rate of the coalescer, the model is able to compute the mean queue length, the mean packet delay, and the delay for the downstream queue for 10-Gb/s links. A two-state analytical model for 10GBASE-T links is presented in [7] that estimates the energy consumption of EEE links.…”
Section: Related Workmentioning
confidence: 99%
“…The probability of being in a state is equal to the fraction of time that the link spends in that state over a cycle. Specifically, the mean cycle duration is the sum of the above described cycle components, i.e., (12) while the coefficients are given in the following definition. Definition 1: The probability that the link is in state for is given by .…”
Section: State Probabilitiesmentioning
confidence: 99%
“…In [5] the authors propose an analytical model that allows to compute fast the potential EEE power saving and it performs very well for EEE links with no coalescing, using simple statistical parameters for unidirectional traffic. In [10], using parameters such as the packet arrival time and the service rate of the coalescer, the model is able to compute the mean queue length, the mean packet delay and the delay for the downstream queue for 10 Gbps links. A two state analytical model for 10GBase-T links is presented in [6] that estimates the power consumption of EEE links.…”
Section: Modeling Of Eeementioning
confidence: 99%