1. An Heuristic Model For Port Optimization
- Author
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Cristina Oprea, Anamaria Ilie, Oana Dinu, Florin Rusca, and Sergiu Olteanu
- Subjects
Service (business) ,0209 industrial biotechnology ,Queueing theory ,Operations research ,Computer science ,Heuristic (computer science) ,Process (engineering) ,02 engineering and technology ,Port (computer networking) ,Industrial and Manufacturing Engineering ,020303 mechanical engineering & transports ,020901 industrial engineering & automation ,0203 mechanical engineering ,Land transport ,Artificial Intelligence ,Order (business) ,Integrated logistics support - Abstract
Seaports are multifunctional socio-economic spaces that provide a wide range of services and serve a wide range of customers including shippers, forwarders, logistics operators and transport companies. One of their main tasks is to facilitate the domestic and international trade of goods. The paper attempts to highlight the major role that ports have in the transport system together with the minimization of the transport costs. Ports provide a crucial interface between land and sea. Ports, as integrated logistics centers and multifunctional socio-economic spaces, are key components of the European and global transport system. They also cover transport, logistics, distribution and space functions that influence the city development. Port improvement plays a major role in reducing the transport costs. In order to reduce transport costs, we need to identify the necessary changes to the system (additional berths, reducing the service time by upgrading the operating facilities etc.) to reduce the penalties. Most often, in order to minimize costs, the economic function (sum of waiting costs) have to be optimized. A useful tool for approaching port optimization problems is provided by the theory of queuing: ships can be regarded as "customers", while the "service stations" can be represented by the berths of a seaport. In the case of transit storage, the transfer of goods between sea and land transport is not a single-stage process. In these circumstances the optimum number of berths should be replaced by the optimum number of cranes and the optimum area for transit storage. However, in the hypothetical case study from the paper we will consider the case of a single-stage and single-channel facility (one berth) in order to reduce the queuing time. The main conclusion from the analysis is that the expected queuing time may be reduced either by increasing the handling speed or by making ships more homogeneous (by specializing in serving a particular type of ship or cargo).
- Published
- 2019
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