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Development of a dynamic model for strategic port planning and investment

机译:开发战略港口规划和投资的动态模型

摘要

Different levels of congesti'on are 'encountered in ports all over theworld and particularly in developing countries. Depending on thevolume of traffic flow over time, the changes of development in theeconomy and industrial activity and the random arrival and servicepattern of ships; the optimum berthing capacity resulting in minimumcost at any future time period has to be determined to avoid undesirablerepercussions.The existing methods fail to provide the links between the aggregateeconomy, demand and optimal berthing capacity for all time periodsof the planning horizon, and conventional techniques based on staticframeworks are used to arrive at optimal strategies for specific timesinto the future.This study is an attempt to remedy those difficulties and relatefuture demand to optimal berthing capacity in an interactive dynamicfashion.Three models are developed: a forecasting model linking seabornetrade to gross domestic product, population, productions consumptionand elasticity of demand;, a simulation model relating the variousdemand levels to different port configurations; and an investmentmodel relating the resulting congestion cost to capital cost, wherean optimal strategy in berthing capacity is achieved for the years19859 19909 1995 and 2000.The last model has been extended using the above mentioned points intime to result in an optimal berthing capacity for any future timeperiod within the planning horizon 1985 - 2000. This model isvalidated through forecasting, simulating and appraising the 1992and 1998 results and reducing the amount, costs and time of work by75 per cent.
机译:在世界各地的港口,尤其是在发展中国家,都遇到了不同程度的交通拥堵。根据交通量随时间的推移,经济和工业活动的发展变化以及船舶的随机到达和服务模式;为了避免不必要的影响,必须确定导致未来成本最小的最佳靠泊能力,而现有方法无法在计划范围内的所有时间段内提供总经济,需求和最佳靠泊能力之间的联系,而传统方法则基于静态框架用于在未来的特定时间得出最佳策略。本研究旨在弥补这些困难,并将交互需求与交互式动态时尚中的最佳靠泊能力相关联。开发了三种模型:将海运贸易与国内生产总值相联系的预测模型;人口,生产消费和需求弹性;一个模拟模型,将各种需求水平与不同的港口配置联系起来;以及将产生的拥堵成本与资本成本相关联的投资模型,从而在19859 19909 1995和2000年实现了最佳的靠泊能力策略。最后一个模型已使用上述时间点进行了扩展,以实现任何未来的最佳靠泊能力时间范围是1985年至2000年的计划范围。通过对1992年和1998年的结果进行预测,模拟和评估,并将工作量,成本和工作时间减少了75%,验证了此模型。

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  • 作者

    Audo S.;

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  • 年度 1985
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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