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Implementing first-in-first-out in the cell transmission model for networks

机译:在网络的小区传输模型中实现先进先出

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摘要

In traffic assignment models with time-varying flows (dynamic network loading or dynamic traffic assignment), overtaking behavior is normally not included in the model and, in that case, it is important that the model at least approximates first-in-first-out (FIFO), to prevent deviations from FIFO that are arbitrary or unrealistic or not physically possible. For the cell transmission model (CTM) it has recently been shown that the usual recommended method for preserving FIFO will ensure FIFO for each cell taken separately but does not fully ensure FIFO in the transition between cells and hence does not fully ensure FIFO for sequences of cells or for links or for routes. As a result, deviations from FIFO can easily occur and cumulate along the links or routes. In view of that, we define and analyse three different levels of satisfaction or approximation of FIFO, together with corresponding methods for achieving them. Two of these are existing methods and one is new. We develop, analyse and compare the three methods and the extent to which each of them adheres to FIFO for sequences of cells and links or routes. Also, for two of the methods we present a more detailed algorithm for applying them within the CTM. The paper is concerned with how to implement FIFO in the CTM and not with testing for FIFO or measuring deviations from FIFO.
机译:在时变流量的流量分配模型(动态网络负载或动态流量分配)中,通常不会在模型中包括超车行为,在这种情况下,重要的是模型至少应近似先进先出(FIFO),以防止与FIFO的偏差是任意的,不现实的或物理上不可能的。对于信元传输模型(CTM),最近发现,通常推荐的保留FIFO的方法将确保每个单独信元的FIFO,但不能完全确保信元之间转换中的FIFO,因此不能完全确保信元序列的FIFO。单元格或链接或路线。结果,很容易发生与FIFO的偏差,并沿链路或路由累积这些偏差。有鉴于此,我们定义并分析了三种不同的FIFO满意程度或逼近度,以及实现它们的相应方法。其中两种是现有方法,一种是新方法。我们开发,分析和比较这三种方法,以及每种方法在信元序列,链接或路由上遵循FIFO的程度。另外,对于这两种方法,我们提出了一种更详细的算法,用于在CTM中应用它们。本文关注的是如何在CTM中实现FIFO,而不是测试FIFO或测量与FIFO的偏差。

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