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Hybrid mathematical model of inventory system with piecewise holding cost and its optimal strategy

机译:分段持有成本的库存系统混合数学模型及其最优策略

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In this paper, we formulate a hybrid mathematical model of an inventory system with piecewise holding cost. We write the hybrid model of this system in the piecewise-affine (PWA) form. We use model predictive control method to generate the optimal strategy i.e. the amount of the arriving product shipment so that the inventory level tracks some desired inventory level given by decision maker as close as possible and this inventory system meets the demand with minimum total holding cost. Firstly, we convert the model of the PWA form into mixed logical dynamic (MLD) form and then we apply the model predictive control for hybrid system to this model in the MLD form. We simulate the model with various desired inventory level. From the computational simulation results, we observed that the inventory level follows the given desired inventory level very well.
机译:在本文中,我们制定了具有分段持有费用的库存系统的混合数学模型。我们在分段 - 仿射(PWA)形式中写下该系统的混合模型。我们使用模型预测控制方法来生成最佳策略,即到达产品发货,以便库存水平跟踪决策者尽可能接近给出的一些所需库存水平,而且该库存系统满足最低总持有费用的需求。首先,我们将PWA形式的模型转换为混合逻辑动态(MLD)形式,然后我们将混合系统的模型预测控制应用于MLD表单中的该模型。我们模拟了各种所需库存水平的模型。从计算仿真结果来看,我们观察到库存水平遵循给定的所需库存水平。

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