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Modeling Co-optimization of an Enterprise's Production Capacity, Retail Sale and Advertising

机译:企业生产能力,零售和广告的协同优化建模

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The work deals with the development of one of the methods for simulating the logistics system of an enterprise. The aim of the article is using the approach developed by J. Forrester to build a simulation model, based on which it is possible to perform mathematical co-optimization of the production capacity, retail sale and advertising of an enterprise which produces a single product. The paper formulates a system of equations describing the logistics system of the enterprise. The model of logistical system offered by authors is original. This model has no analogues in the scientific literature. Article purpose is working out of a technique of the co-ordinated definition of optimum parametres of logistical system. Article develops a numerical method of the decision of an optimising problem which is based on system of the equations written down in shape with discrete time. The calculations of the time behavior of all rates of the logistics system (rate of production, rate of delivery), as well as the behavior of the inventory levels at the wholesale warehouse and retail are carried out. The optimization problem of determining the maximum economic efficiency is formulated and solved. In this case, production capacity and advertising costs are considered as variable parameters of the optimization problem. By numerical calculations, it is proved that there is a single point of maximum economic efficiency as a function of the planned capacity of the enterprise. Dependence on time of current profit of the enterprise is calculated and analysed.
机译:这项工作涉及一种模拟企业物流系统的方法的发展。本文的目的是使用J.Forrester开发的方法来构建一个仿真模型,在此模型上可以对生产单个产品的企业的生产能力,零售和广告进行数学协同优化。本文制定了一个方程式系统来描述企业的物流系统。作者提供的后勤系统模型是原始的。该模型在科学文献中没有类似物。本文的目的是根据物流系统最优参数的协调定义技术来制定。文章基于离散时间记下形状的方程组,开发了一种决策最优化问题的数值方法。进行物流系统所有费率(生产率,交付率)的时间行为以及批发仓库和零售中库存水平行为的计算。确定并解决了确定最大经济效率的优化问题。在这种情况下,生产能力和广告成本被视为优化问题的可变参数。通过数值计算,证明了最大经济效率的单点是企业计划产能的函数。计算并分析了企业当期利润对时间的依赖性。

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