摘要
本文分析了N×N内部无阻塞的输入/输出排队ATM交换机在多优先级负载输入下,交换机平均延时、吞吐量与加速因子S的关系。交换机按时隙(SLOT)同步工作,输入端口的到达过程为贝努利(Bernouli)过程,各优先级业务在每个输入端口拥有各自不同的队列,其服务规则都是先来先服务(FCFS)。输入缓冲容量很大,分析时假定为∞;输出缓冲容量为B(B≥S),并有反压(Backpressure)机制保证输出缓冲器不溢出。本文研究了多优先级交换机性能与加速因子S(1≤S≤N)的关系。
This paper analyses an N×N nonblocking ATM input and output switch queueing with multiple priorities at input ports. The arrival process of each priority to each input port is Bernoulli with probability p 1,p 2,…,p R , each class has a dedicated buffer with infinite size. The speed -up factor is S(1≤S≤N) ,and the output buffer size is B(B≥S) with backpressure. Each cell has equal probability 1 N being sent to output ports. The performance of the considered approaches has been derived by theoretical analysis and computer simulations.
出处
《通信学报》
EI
CSCD
北大核心
1997年第12期32-38,共7页
Journal on Communications
基金
电科院预研基金