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The major reason is contributed to its adaptation to both the MCS scheme and the MPDU payload size for achieving the maximal goodput performance.
For achieving the maximal goodput performance, a mapping table is established to obtain an optimal MCS scheme based on a given channel SNR value.
The result is a parallel execution environment where threads are automatically redistributed across the cluster for achieving the maximal possible parallelism.
As will be shown in the next subsection, the optimal parameters, including both the MPDU payload size and the MCS scheme, will be acquired for achieving the maximal goodput under different channel conditions.
The first step is to establish the FALA table that maps from the SNR input to the output set, which indicates the optimal MCS scheme and the optimal MPDU payload size for achieving the maximal goodput performance.
Optimal geometrical dimensions are quantitatively presented for single, double, and multiple diameters of the NW arrays arranged both squarely and hexagonal achieving the maximal short-circuit current density of 33.13 mA/cm2.
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Each potential encoded packet uses opportunistic coding, in which a node aims to achieve the maximal throughput but not maximize the number of network coding in a single transmission.
In order to achieve the maximal performance, we attempt to minimize the overall outage probability or equivalently to maximize the signal-to-interference-plus-noise ratio (SINR) of the secondary network.
The designed NCAHT aims to achieve the maximal COP.
MCMC method can achieve the maximal channel capacity.
Therefore, for the case of, distributed space-time coding achieves the maximal diversity.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com