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length of queue相关的网络例句

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与 length of queue 相关的网络例句 [注:此内容来源于网络,仅供参考]

We derive the statistical characteristics, such as average queue length of any priority packet in independent and dependent packet arrival cases.

分别在独立和相关到达两种情况下导出了任意优先级业务的平均排队长度等特征参数,发现当N×N规模互连网络的端口数N足够大时,两种业务到达模型的排队性能趋于一致。

During each period, average length of routing queue is compared with thresholds on every packet's arriving, and then thresholds are adjusted at the end of the period.

在调整周期内,每到达一个数据包,将平均伫列长度和阔值进行比较,在周期结束时根据比较结果对阂值进行调整。

For BMAP/SM/1 queue, we derive the generating function of queueing length by use of imbedded markov chain and transition probability matrix.

关于BMAP/SM/1排队模型,运用嵌入马氏链的方法,通过转移概率矩阵,得到队长的概率母函数。

The queue length distribution in stationary state and performance measures are gained by using the method of matrix analysis.

采用矩阵分析的方法得到了两类顾客各自的稳态分布,并有相应的性能分析,为系统的优化设计提供了依据。

So the priority that combines packet delay and dynamic queue length is obtained. A packet scheduling algorithm based on this priority scheme is proposed for the input memory switch.

在此优先级的基础上,提出了输入缓存交换结构中能够兼顾分组时延与分组队长的分组调度算法。

We present the equation which satisfies the transient distribution of L for the three special cases M/M/1, GI/M/1 and M/G/1 queue of GI/G/1 queueing system, and proves that the length L of GI/G/1 queueing system satisfy three types of equation, and their minimal nonnegative solution are unique bounded solutions.

给出GI/G/1排队系统及其三个特例M/M/1,GI/M/1和M/G/1排队系统的队长L的瞬时分布所满足的方程。证明GI/G/1排队系统的队长L满足三种不同方程,并且是这些方程的最小非负解,也是唯一有界解。

We get the steady queue length with generating function of probability and the waiting time with Laplace-stieitjes transforms.

本文主要讨论了带启动期的一般减量服务的单重休假$M/G/1$排队系统,文中将启动、休假、减量三者结合在一起,系统交替地处于休假、启动、工作状态。

After studying the MAC protocol of Ad hoc network and by modifying the Wireless Token Ring Protocol, a new uncontested Distributed Parallel Wireless Polling Access Protocol that can provide MAC QoS guarantees for Ad hoc network is presented, and the mathematical model is established by the embedded Markov chain theory and the probability generating function method. Based on it, the mean value of queue length and message waiting time are explicitly obtained.

摘要该文对Ad hoc网络的MAC层协议进行了研究,通过对无线令牌环协议进行改进,提出了一种新的具有QoS保障的无竞争的分布式并行无线轮询访问协议,并采用嵌入Markov链和概率母函数的分析方法,用限定服务规则进行了系统建模,在系统模型的基础上得到了系统的平均排队队长以及平均等待时间的解析结果。

Under the service rule that customers who first come would first get the service, we use the structure analysis method to get the stochastic decomposition of the queue length with the generating function of probability and the steady waiting time with Laplace-stieitjes transforms.

重点分析了带启动期的一般减量服务的单重休假$M/G/1$排队系统的一般结构,利用结构分析的方法,在先来先服务规则下求得稳态队长的随机分解的概率母函数和稳态等待时间的随机分解的$LST$,同时,讨论了系统处于平衡的条件及其概率含义的直观解释,进一步讨论了系统处于休假期、忙期、忙循环等状态时的各项性能指标及系统状态分布。

The performances considered include queue length distribution、sojourn time distribution and the interval distribution of departures. Finally, a simple resource sharing example in C〓I systems is given to show how to use the hybrid state method.

最后,通过C〓I系统中一个简单的资源共享系统的应用研究,详细说明了如何在实际中应用本文提出的混合状态法。

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