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ERRORS OF CALCULATIONS IN M/M/1/FIFO/N/F MODEL WITH LIMITED DURATION OF SHIFT

机译:M / M / 1 / FIFO / N / F型号计算的误差,换档持续时间有限

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The popular models developed under of queueing theory describe how systems function within an infinitely long time interval. Yet, a real work is executed within the limited time intervals of work-shifts. The study was performed on the basis of one example involving excavations made by one excavator and the transportation of soils excavated using dumps tracks driving within "a closed circle". An Numerical Queueing Model (NQM; Polish abbreviation nmk) was developed, and, on its basis, it was found that the discrepancies among the results obtained were significant when the start and end conditions of work-shifts were omitted/disregarded. For example, relative errors referring to the mean number of units in a queue could amount to several dozen percentage points. In addition, the variations in those discrepancies were analyzed from the point of view of the magnitude of work-shift time intervals.
机译:在排队理论下开发的流行型号描述了系统如何在无限长的时间间隔内函数。然而,实际工作在工作转移的有限时间间隔内执行。该研究是基于一个示例进行的涉及一个挖掘机制造的挖掘和使用倾倒轨道驱动在“闭合圆圈”内的挖掘的土壤运输。制定了数值排队模型(NQM;波兰缩写NMK),并在其基础上发现,当省略工作转移的开始和结束条件/忽略时,所获得的结果的差异是显着的。例如,参考队列中的平均单位数的相对误差可能达到几十个百分点。此外,从工作换档时间间隔的大小的角度分析了这些差异的变化。

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