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OPTIMAL OPERATION OF RRWSS

机译:RRWSS的最佳操作

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摘要

Most of the developing countries in the world own and operate intermittent water distribution systems. In such systems, treated water is pumped into Overhead Service Reservoirs (OSRs) from where it is distributed to consumers by the distribution pipes. Due to reasons such as insufficient water, leaks in the systems, etc., the consumers are provided water only for a few hours in a day. The regions in the distribution network that are to be supplied together and the time for which these supplies are to be made are the decision of the utility providers. These decisions directly influence the amount of water supplied to consumers and the effort the valve men need to put in to realize the supply policy. Assuming that the regions to be supplied together and the durations of supply are known a priori, we solve the problem of sequencing these supplies so as to minimize the valve switches. This not only reduces the effort for the valve men, but also ensures that the consumers have their supply hours pooled together to the maximum extent possible. An integer linear program is formulated and solved after mapping it into the popidar travelling salesman problem. Further, the problem is also shown to obey the triangle inequality and hence the applicability of an approximation algorithm is also discussed.
机译:世界上大多数发展中国家都拥有并运行间歇水分配系统。在这样的系统中,处理后的水被泵入架空服务水库(OSR),从那里通过分配管道分配给用户。由于诸如水不足,系统泄漏等原因,每天仅向消费者提供数小时的水。配电网中将要一起供应的区域以及这些供应的时间由公用事业提供商决定。这些决定直接影响供应给消费者的水量以及阀芯为实现供水政策而需要付出的努力。假设要一起供应的区域和供应的持续时间是先验的,我们解决了对这些供应进行排序的问题,从而最大程度地减少了阀门开关。这不仅减少了阀芯的工作量,而且确保了消费者将他们的供应时间集中在一起。将整数线性程序映射到Popidar旅行商问题后,可以制定并求解该程序。此外,还表明该问题服从三角形不等式,因此,还讨论了近似算法的适用性。

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