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Optimal design and global sensitivity analysis of biomass supply chain networks for biofuels under uncertainty

机译:不确定性条件下生物燃料生物质供应链网络的优化设计和全局敏感性分析

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摘要

Bio-fuels represent promising candidates for renewable liquid fuels. One of the challenges for the emerging industry is the high level of uncertainty in supply amounts, market demands, market prices, and processing technologies. These uncertainties complicate the assessment of investment decisions. This paper presents a model for the optimal design of biomass supply chain networks under uncertainty. The uncertainties manifest themselves as a large number of stochastic model parameters that could impact the overall profitability and design. The supply chain network we study covers the Southeastern region of the United States and includes biomass supply locations and amounts, candidate sites and capacities for two kinds of fuel conversion processing, and the logistics of transportation from the locations of forestry resources to the conversion sites and then to the final markets. To reduce the design problem to a manageable size the impact of each uncertain parameter on the objective function is computed for each end of the parameter's range. The parameters that cause the most change in the profit over their range are then combined into scenarios that are used to find a design through a two stage mixed integer stochastic program. The first stage decisions are the capital investment decisions including the size and location of the processing plants. The second stage recourse decisions are the biomass and product flows in each scenario. The objective is the maximization of the expected profit over the different scenarios. The robustness and global sensitivity analysis of the nominal design (for a single nominal scenario) vs. the robust design (for multiple scenarios) are analyzed using Monte Carlo simulation over the hypercube formed from the parameter ranges.
机译:生物燃料是可再生液体燃料的有前途的候选者。新兴行业面临的挑战之一是供应量,市场需求,市场价格和加工技术的高度不确定性。这些不确定因素使投资决策的评估复杂化。本文提出了不确定性条件下生物质供应链网络优化设计的模型。不确定性表现为大量随机模型参数,这些参数可能会影响总体获利能力和设计。我们研究的供应链网络覆盖美国东南部地区,其中包括生物质的供应地点和数量,两种燃料转换处理的候选地点和能力,以及从林业资源地点到转换地点的运输物流。然后到最终市场。为了将设计问题减小到可管理的大小,将针对参数范围的每个末端计算每个不确定参数对目标函数的影响。然后,将导致利润在其范围内变化最大的参数组合到场景中,这些场景用于通过两阶段混合整数随机程序来查找设计。第一阶段的决策是资本投资决策,其中包括加工厂的规模和位置。第二阶段的资源决定是每种情况下的生物量和产品流量。目标是在不同情况下最大化预期利润。在由参数范围形成的超立方体上使用蒙特卡罗模拟,分析了名义设计(针对单个名义方案)与健壮设计(针对多个方案)的鲁棒性和全局灵敏度分析。

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