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A stochastic model to optimize forecast and fulfillment of green roof demand.

机译:用于优化对屋顶绿化需求的预测和满足的随机模型。

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摘要

Increasing demand for green roofs in cities has generated pressure on the landscape industry to supply materials in a timely manner. A demand-responsive optimal-inventory model (DOM) is developed to predict future demand and optimize contractor inventories of green roof components. Unlike other operations research models, no assumption is made on demand distribution. Instead, a stochastic model is constructed based on building owners' behavior and two pertinent extrinsic factors: changing government incentive policy and increasing energy price. When actual demand exceeds predicted value, undesirable backorder and inventory shortfall emerge. The reverse scenario creates superfluous inventories and elevated holding cost. As managers have scanty market data for the relatively new products, they use current demand to predict next-period demand. The findings suggest adopting the safe lower limit of demand fluctuations to prevent overstocking. The numerical experiment finds the greatest demand fluctuations in the first year of the government reimbursement program. The sensitivity analysis indicates sensitive response of green-roof accumulated demand to extrinsic influences. Managers could regularly update demand forecast and inventory strategy to dovetail with changing market and policy environment. The stochastic model could capture most of the important real-world features of the green-roof market by relatively simple mathematical expressions.
机译:城市对绿色屋顶的需求不断增加,给园林业施加了及时供应材料的压力。开发了一种需求响应型最佳库存模型(DOM),以预测未来需求并优化承包商的屋顶绿化组件库存。与其他运筹学模型不同,没有对需求分配进行任何假设。取而代之的是,基于建筑物所有者的行为和两个相关的外部因素构建随机模型:更改政府激励政策和提高能源价格。当实际需求超过预期值时,就会出现不希望的缺货和库存短缺。相反的情况会产生过多的库存并增加持有成本。由于管理人员对相对较新的产品缺乏市场数据,因此他们使用当前需求来预测下一时期的需求。研究结果表明,应采用需求波动的安全下限来防止库存过剩。数值实验发现,政府补贴计划的第一年需求波动最大。敏感性分析表明,绿化屋顶累积需求对外部影响的敏感响应。管理人员可以定期更新需求预测和库存策略,以与不断变化的市场和政策环境相吻合。随机模型可以通过相对简单的数学表达式来捕获绿屋顶市场的大多数重要的现实世界特征。

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