在敏捷方法中定义多式联运组织流程中的折衷区

Viktor Berestenko, S. Onyshсhenko
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引用次数: 0

摘要

运输市场的竞争水平要求运输组织者在现代管理方法的基础上实施更好的方法,特别是敏捷方法,这样才有可能为货主提供现代水平的服务。研究的主题是基于敏捷方法的多式联运组织流程中的折衷区域。"折衷区域 "一词的引入反映了一般情况下产品参数的数值限制。对于所考虑的运输领域而言,"折衷区域 "反映了多式联运特征的极限,而多式联运特征是多式联运运营商的 "产品"。多式联运的一组备选方案构成了确定交付成本对时间及其可靠性(可能的时间偏差)的依赖性的基础。在 "时间-可靠性-成本 "空间的基础上形成的折中区域,一方面是这种依赖关系,另一方面是货主的要求(考虑到其可能的调整)。建议在组织多式联运的敏捷方法中使用这一领域。通过平衡货主和多式联运运营商的利益,可以在计划和组织交付过程中,在拟议的敏捷循环方案框架内改变折中区域的限制。这些模型正式确定了交货成本与可靠性和/或时间的关系。以货主对某些交付特征的限制要求不同为例,进行了折中区域的形成及其调整,这表明了形成多式联运折中区域的实际问题。这些结果是在多式联运领域实施敏捷方法的基础。
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Defining compromise area in the processes of multimodal delivery organization within the agile approach
The level of competition in the transport market requires delivery organizers to implement better approaches based on modern management methodologies, in particular, agile, which makes it possible to provide a modern level of service to cargo owners. The object of this research is the processes of organizing multimodal delivery. The subject of the study is the area of compromise in the processes of organizing multimodal delivery based on the agile approach. The term «compromise area» is introduced, which reflects the numerical limits of product parameters in the general case. For the transportation domain under consideration, the «trade-off area» reflects the limits of the characteristics of multimodal delivery, which is the «product» for the multimodal operator. A set of alternative options for multimodal delivery forms the basis for establishing the dependence of the cost of delivery on time and its reliability (possible time deviation). The area in the «time-reliability-cost» space, which is formed on the basis of this dependence, on the one hand, and the requirements of the cargo owner, taking into account their possible adjustment, on the other hand, is the area of compromise. This area is proposed for use in agile approaches to the organization of multimodal delivery. Balancing the interests of the cargo owner and the multimodal operator allows changing the limits of the compromise area within the framework of the proposed scheme of agile cycles in the process of planning and organizing delivery. On the example of delivering a container with cargo from China to Kyiv, regression linear models were built. These models formalize the dependence of delivery cost on reliability and/or time. Using the example of varying the requirements of the cargo owner regarding the limitations of some delivery characteristics, the formation of the compromise area and its adjustment was carried out, which demonstrated the practical aspects of the formation of the compromise area for multimodal delivery. The results are the basis for the implementation of the agile approach in the field of multimodal transportation. The further development of these results consists in the construction of mathematical models that could form the basis for finding solutions in the area of compromise
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来源期刊
Eastern-European Journal of Enterprise Technologies
Eastern-European Journal of Enterprise Technologies Mathematics-Applied Mathematics
CiteScore
2.00
自引率
0.00%
发文量
369
审稿时长
6 weeks
期刊介绍: Terminology used in the title of the "East European Journal of Enterprise Technologies" - "enterprise technologies" should be read as "industrial technologies". "Eastern-European Journal of Enterprise Technologies" publishes all those best ideas from the science, which can be introduced in the industry. Since, obtaining the high-quality, competitive industrial products is based on introducing high technologies from various independent spheres of scientific researches, but united by a common end result - a finished high-technology product. Among these scientific spheres, there are engineering, power engineering and energy saving, technologies of inorganic and organic substances and materials science, information technologies and control systems. Publishing scientific papers in these directions are the main development "vectors" of the "Eastern-European Journal of Enterprise Technologies". Since, these are those directions of scientific researches, the results of which can be directly used in modern industrial production: space and aircraft industry, instrument-making industry, mechanical engineering, power engineering, chemical industry and metallurgy.
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