根据读者到达时间间隔和借还书服务时间的分布规律，利用蒙特卡罗的方法建立了模拟图书馆流通服务系统运行过程的数学模型。
According to the distribution rules of readers' arrival interval and service time, the mathematical model for simulating library circulation system was established by the Monte Carlo methods.
推导了 RSPP到达间隔时间分布的表达式。
The expression of the interarrival time distribution of RSPP is derived.
然而，可将此演示程序参数化，增加生产线的数量、减少罐子到达的时间间隔。
However, the demo can be parameterised to increase the number of production lines and decrease the time between jars arriving.
如果间隔太长，事件通知可能晚于客户端的期望时间到达。
If the interval is too long, the event notifications may arrive later than the client desires.
演示程序接受3个参数：以秒计算的运行时间、生产线数量、以毫秒计算的罐子到达的时间间隔。
The demo takes up to three arguments: run time in seconds, number of production lines, and period between jars arriving in milliseconds.
然后分析了传感器检测事件到达的时间间隔和动态功率管理的关系。
Then, the relation between DPM and the time when the next event arrive is analyzed.
借鉴并行计算机的工作负荷模型，可得到并行度、纯运行时间和到达间隔的分布。
The distributions of parallel degree, pure runtime, and arrival interval are obtained from workload models of parallel computers.
本文首次讨论一个到达间隔为一般分布的可修排队系统。假定服务时间、忙期服务台寿命都服从指疏分布，修复时间是PH变量。
The paper discusses the repairable queueing system with a general arrival, where the lifetime of server and the service time are also exponential random variables, the repair time is PH variable.
以第一次连接为分析对象，研究正常主机、“延迟限制型”和“带宽限制型”蠕虫流量的连接到达间隔、连接请求大小、连接响应大小、连接持续时间和RTT等分布。
By regarding first contact connections as investigated objects, the distributions of related indices for normal hosts, "latency-limited" and "bandwidth-limited" worm hosts were analyzed.
以第一次连接为分析对象，研究正常主机、“延迟限制型”和“带宽限制型”蠕虫流量的连接到达间隔、连接请求大小、连接响应大小、连接持续时间和RTT等分布。
By regarding first contact connections as investigated objects, the distributions of related indices for normal hosts, "latency-limited" and "bandwidth-limited" worm hosts were analyzed.
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