2011
DOI: 10.1155/2011/294852
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Achieving a Realistic Notion of Time in Discrete Event Simulation

Abstract: Distributed sensor systems require clock synchronization between all sensor nodes to provide consistent view of the overall system. Owing the growing size of networks, the evaluation of the synchronization performance becomes difficult, if done by means of experiments. Simulation is another method to tackle this issue. Realistic simulation of synchronization schemes requires accurate modelling of oscillators which are the driving timers generating various events. One way to characterise oscillators is to utili… Show more

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Cited by 16 publications
(7 citation statements)
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References 19 publications
(26 reference statements)
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“…Since ω γ T (·) = 0, (2) and (3) are equal to those reported in [5]. The values of σ 2 θ and σ 2 γ are typical of an AT-cut XO of medium stability and they have been calibrated in order to obtain a slightly bigger Allan variance than the one reported in [27] and [28]. 2) Temperature (T ): The frequency skew due to temperature (ω γ T (·) = 0) is the only effect on quartz stability (σ 2 θ = 0 and σ 2 γ = 0 ).…”
Section: A State Parametersmentioning
confidence: 97%
“…Since ω γ T (·) = 0, (2) and (3) are equal to those reported in [5]. The values of σ 2 θ and σ 2 γ are typical of an AT-cut XO of medium stability and they have been calibrated in order to obtain a slightly bigger Allan variance than the one reported in [27] and [28]. 2) Temperature (T ): The frequency skew due to temperature (ω γ T (·) = 0) is the only effect on quartz stability (σ 2 θ = 0 and σ 2 γ = 0 ).…”
Section: A State Parametersmentioning
confidence: 97%
“…Since the advent of distributed systems, clock synchronization issues arise from inevitable clock drifts that are difficult to model and correct [18]. Inherent errors stem from the message delay through the network.…”
Section: Network Synchronizationmentioning
confidence: 99%
“…Although these phenomena could be measured and (in theory) corrected by using a suitable model, the problem is a substantial stochastic component in the oscillator behavior that cannot be compensated. A thorough analysis is reported in [21], while an accurate oscillator model for use in discrete-event simulators is presented in [22]. For this reason, rate deviations cannot be evaluated and compensated once for all.…”
Section: Compensation Of Clock Deviationsmentioning
confidence: 99%