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The ring-loading and ring-sizing problem

机译:环装和环规问题

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Ring based structures are often desirable in telecommunication networks since they offer a structure which is inherently fault-tolerant. The simplest such structure consits of a set of nodes connected by links to form a simple cycle. This simple configuration provides high survivability since every pair of nodes is connected by a physically diverse route, and hence no single link failure will disconnect the ring. In the event of failure, all traffic can be diverted as long as the ring has enough capacity. The ring sizing problem is then to determine the minimum capacity to handle all traffic while guarantreeing fault protection. In order to solve this problem, the traffic on the ring has to be routed in such a way as to minimise the maximum load on any link, this is termed the ring loading problem. In this paper we apply both a genetic algorithm and a simulated annealing algorithm to solve this problem.
机译:基于环的结构在电信网络中通常是期望的,因为它们提供了固有地容错的结构。最简单的这种结构由通过链接连接以形成简单循环的一组节点组成。这种简单的配置提供了很高的生存能力,因为每对节点都通过一条物理上多样化的路由进行连接,因此没有任何一条链路故障会断开环网。如果发生故障,只要环网有足够的容量,所有流量都可以转移。环大小的问题是确定在保证故障保护的同时处理所有流量的最小容量。为了解决该问题,必须以使任何链路上的最大负载最小化的方式来路由环网上的业务,这被称为环负载问题。在本文中,我们同时应用了遗传算法和模拟退火算法来解决此问题。

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