"M/M/1"在单火力单元射击多目标火力分配中的应用

在单服务台排队系统理论的基础上,建立了单火力单元对多个目标射击的系统仿真模型,对此模型进行了分析,给出了模型的适用范围,并通过在计算机上仿真运行实例,验证了该仿真模型的正确性.该方法是一种有益的尝试与探索,对局部作战指挥决策有一定的参考价值.     

Dundee-made harpoon gun associated with H. M. S. Challenger

Attention is drawn to the existence of a harpoon-gun putatively from H. M. S. Challenger, a ship whose three-and-a-half-year circumnavigation of the globe (1872–1876), marked the beginning of the science of oceanography. The harpoon gun in question was made by Dundee shipsmith and harpoon-gun maker, David Neave. Only a few other examples of his work are known to exist and this example with a Remington rolling-block action is unusual for a British harpoon gun. It is proposed that it came to Millport's Marine Station via links Sir John Murray (1841–1914) had with the Marine Biological Association of the West of Scotland.     

A queueing system with vacations after N services

This article is devoted to the study of an M/G/1 queue with a particular vacation discipline. The server is due to take a vacation as soon as it has served exactly N customers since the end of the previous vacation. N may be either a constant or a random variable. If the system becomes empty before the server has served N customers, then it stays idle until the next customer arrival. Such a vacation discipline arises, for example, in production systems and in order picking in warehouses. We determine the joint transform of the length of a visit period and the number of customers in the system at the end of that period. We also derive the generating function of the number of customers at a random instant, and the Laplace–Stieltjes transform of the delay of a customer. © 2015 Wiley Periodicals, Inc. Naval Research Logistics 62: 646–658, 2015