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DOWNLOAD MY Ph.D Thesis - UNAM

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Chapter 6Optimisation of CRA using adaptive CSAs p6.2.2.2 Splitting tree algorithm performance using a Simple-CSAFor this algorithm, the maximum theoretical bound for the system throughput can nowbe obtained by using Equation 4.44, in which reservation requests are transmitted usingminislots (MSs) of 21 bytes. The maximum theoretical system throughput that can beachieved with the splitting tree algorithm is ≈ 63% of the channel capacity, as shownbelow.SPk368.1== 62.6% ≈ 63+ eMSs 8.3*64 + 2.718* 21max=%PkslotsFrom simulation results shown in Figures 6.4 to 6.6, it is evident that the highest systemperformance is yielded with at least 1 CSs per signalling frame. This performance isachieved because a contention slot is reserved in the next signalling frame when acollision happens. This slot (which will be divided into three minislots) is then usedamong stations that caused the collision. By reserving an additional contention slot aftera collision, apart from the Min. o. of CSs per signalling frame, the Contention-Resolution-Grant Cycle (described in Section 3.4.1) is considerably decreased, thusresulting in a reduction in access delay.Mean Access Delay (ms)50045040035030025020015010050CSs-0CSs-1CSs-2CSs-3CSs-4CSs-5CSs-63 Mbps Upstream64 Kbps kbps IPTree CRA018 19 20 21 22 23 24 25 26 27 28 29 30 31umber of Active StationsFigure 6.4 – Mean access delay vs. No. of active stations.Splitting tree algorithm with a Simple-CSA.6-6

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