It was found that a 7-day conditioning cycle and 25 mm thickness were appropriate to maximize the transport of the harmful materials with a minimized conditioning period.
The inclined fluidized beds, compared to the erect fluidized beds, have a lower pressure drop and a better circulating effect, and the vertical connecting pipes maximize the transport rate of the particles and avoid blockage.
The analytical model then predicts an optimal partition spacing maximizing the heat transport, in good agreement with the DNS.
In this paper, we start with maximizing the revised transport capacity of the WCM, where the IEEE 802.11 DCF MAC protocol is adopted.
The optimal packet generation rate of Λ∗(D/2) maximizing the revised transport capacity (16) can be derived by differentiating (16) and finding λ that makes it zero: Λ ∗ ( D / 2 ) = D · log 2 1 + 1 6 ζ θ − 1 2 θ 4 log 2 1 + 1 6 ζ θ − 1 2 θ nπ D 2 L T t + LM 1 ξ + T t, (17).
The optimal end-to-end throughput (packet generation rate), Λopt maximizing the revised transport capacity is Λ opt = − A 1 B 1 A 2 − B 2 B 3 + L 1 ξ + T t − − 3 A 1 B 1 B 2 B 3 A 2 + A 1 B 1 A 2 + B 2 B 3 − L 1 ξ + T t 2 3 B 1 B 3 A 2, (24).
In both figures, we observe that there is a tradeoff between the throughput and reliability and a need to compute the optimal density of transmitting nodes for the purpose of maximizing the random access transport capacity.
Ports should not have to question whether resources are in the most optimal location to minimize wait-times, cost and maximize the efficient transport of goods.
Our objective in this subsection is to determine the optimal transmission range and packet generation rate that maximize the revised transport capacity C T (R,Λ).
For a given packet generation rate (end-to-end throughput) λ, the optimal transmission range, R∗ that maximizes the revised transport capacity is a function of n, D, and λ: R ∗ = min D 2, D 2 − A 1 A 2 · Λ + A 2, (19).
