Performance evaluation of a CAC strategy for broadband networks

D. Deniz, N. O. Mohamed
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引用次数: 2

Abstract

A broadband network (e.g. ATM or B-ISDN) node with m-channels of equal capacity and two types of customer arrivals under the complete sharing (CS) call admission control (CAC) strategy is analyzed. The two customer arrival types are; narrowband (n-type) which requires 1 channel (basic bandwidth unit, BBU) and wideband, (w-type) which requires b/sub w/ /spl ges/ 1 channels of the m available BBUs. W-type customers are queued in an infinite buffer while n-type customers are served in a "blocked calls cleared" fashion. Neuts' (1994) matrix analytic approach is used in analyzing the system. Neuts presents the solution to the system equations for the case of w-type customers requiring only 1 channel. In this work, this approach is generalized to include the case of w-type customers requiring b/sub w/ > 1 channels. Numerical examples for the blocking probability, the mean waiting time in the queue and the mean server utilization are presented. The analytic results are validated through system simulation. It is shown that both results are in good agreement. Evaluation and computation techniques applicable to the problem are also discussed.
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宽带网络CAC策略的性能评估
分析了完全共享(CS)呼叫接纳控制(CAC)策略下宽带网络(如ATM或B-ISDN)节点具有m信道等容量和两种类型的客户到达。两种客户到达类型是;窄带(n型),需要1个通道(基本带宽单元,BBU);宽带(w型),需要b/sub / /spl / 1个通道(m个可用BBU)。w类型的客户在无限缓冲区中排队,而n类型的客户以“阻塞呼叫清除”的方式服务。系统分析采用Neuts(1994)的矩阵分析法。Neuts给出了只需要1个通道的w型客户的系统方程的解。在这项工作中,该方法被推广到包括w型客户需要b/sub w/ > 1个通道的情况。给出了阻塞概率、队列平均等待时间和服务器平均利用率的数值算例。通过系统仿真验证了分析结果。结果表明,这两个结果是一致的。讨论了适用于该问题的评估和计算技术。
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