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Given that there are nv active video flows and nd active data flows, we use the analytical model in [11] to derive the average service time of video and data packets, denoted by 1/ϕv(nv,nd) and 1/ϕd(nv,nd), respectively.
Actually, the authors use the analytical model in describing the distribution of distances between the vehicles, traffic flow on the highway to evaluate the effects of various system's parameters (such as distribution of velocity, traffic flow, and transmission range of vehicles) the network on connectivity.
As such, for cell types where the demand for oxygen is similar to, or smaller than, K m it will not be appropriate to use the analytical model (in this scenario a numerical approach should be used, as outlined later in the article).
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The experimental data have been interpreted using the analytical model.
We used the analytical model of Weidmann to represent the fundamental diagram.
This study confirms the validity of using the analytical model in the biomechanical analysis of the WALLSTENT design.
Besides, the effects of adhesive parameters on failure modes and stress distribution are further studied by using the analytical model.
The small crack propagation stage was simulated using the analytical model based on the equivalent initial flaw size method.
In the fifth column, we give the estimations of the I-factor for DSSS radios using the analytical model proposed in [1].
Using the analytical model (Eq. 11), we are able to quantify the influence of both factors on the penetration velocity of P. vitreus.
The results of simulation using the analytical model show a good agreement with the observed experimental results.
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