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Fig. 8 Erlang capacity as a function of the utilization factor of the primary channels for the scenarios described in Table 6.
The behavior of ∆TREG as a function of the utilization factor and of the temperature of the hot source is explored in the manuscript.
This trend is also shown by the linear regression line where it is possible to predict the average gain per task as a function of the utilization of the task set.
Both spectrum handoff and non-spectrum handoff are considered for scenarios 1 and 3 Fig. 10 Inter-cell handoff arrival rate for the Erlang capacity is shown in Fig. 8, as a function of the utilization factor of the primary channels for the scenarios described in Table 6.
Both spectrum handoff and non-spectrum handoff cases are considered for scenarios 1 and 3 Fig. 9 Optimum number of reserved channels to achieve the Erlang capacity is shown in Fig. 8, as a function of the utilization factor of the primary channels for the scenarios described in Table 6.
On the other hand, for offered traffic loads given by the Erlang capacity values presented in Fig. 8, Fig. 10 plots, the inter-cell handoff arrival rate as a function of the utilization factor of the primary channels for the scenarios described in Table 6 (both SH and NSH cases are considered).
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Figure 6 shows the SDN delay as a function of the network utilization ρ.
We developed a parameterized precooling energy intensity prediction formula as a function of the ambient temperature and station utilization rate.
The model is integrated down the anode flow channel to determine fuel utilization as a function of the feed concentration, backing layer properties, and membrane properties.
Thus, in spite of their different routes of utilization, from the viewpoint of energy metabolism the main challenge is to understand the differential utilization of catabolic pathways as a function of the ATP demand.
Such event rate data can be used to calculate the rate of substrate utilization in selected reaction channels as a function of the state of the system.
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