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Mathematical modeling and optimal control of carbon dioxide emissions from energy sector

机译:能源部门二氧化碳排放二氧化碳排放的数学建模与最优控制

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Energy demand is rising day by day and will continue to increase to meet the demand of the growing population. A major portion of global energy production comes from fossil fuel burning, resulting in the increase in the atmospheric burden of global warming gas carbon dioxide (CO2). Cutting down CO2 emission from the energy sector is crucial to meet the climate change mitigation target. This paper is focused on fulfilling two objectives: The first objective is to present a mathematical model that captures the dynamical relationship between the human population, energy use, and atmospheric carbon dioxide, and the second aim is to derive a mathematical framework to effectively utilize the available mitigation options to curtail CO2 emission from energy use by proposing an optimal control problem. The mitigation options that reduce the CO(2)emission rate from energy production, as well as the options that reduce the energy consumption rate, are considered in the modeling process. The proposed mathematical model is analyzed qualitatively to comprehend the system's long-term behavior. The model parameters are fitted to real data of global energy use, population, and CO2 concentration. It is shown that the equilibrium level of CO2 reduces with the increase in the efficiencies of mitigation options to reduce the CO2 emission rate per unit energy use and energy consumption rate. The optimality system is derived analytically by taking the efficiencies of the mitigation options to reduce the CO2 emission rate and energy consumption rate as control variables. Numerical simulations are conducted to validate the theoretical findings and identify the optimal profiles of control variables under different settings of CO2 emission rate, energy consumption rate, and maximum efficiencies of available mitigation options to cut down CO2 emission rate and energy consumption rate. It is found that the development and implementation of more efficient mitigation options and switching to low carbon energy sources bring reduction in the mitigation cost.
机译:能源需求日益增长,并将继续增加以满足不断增长的人口的需求。全球能源生产的主要部分来自化石燃料燃烧,导致全球变暖气体二氧化碳(CO2)的大气负担增加。从能源部门削减二氧化碳排放至关重要,以满足气候变化缓解目标。本文的重点是实现两个目标:第一个目标是呈现一个数学模型,捕获人口,能源使用和大气二氧化碳之间的动态关系,第二个目的是获得数学框架,以有效利用可用的缓解选项通过提出最佳控制问题来减少能源使用的二氧化碳排放。在建模过程中考虑降低来自能源生产的CO(2)发射率的缓解方案,以及降低能耗率的选项。在定性地分析所提出的数学模型,以了解系统的长期行为。模型参数适用于全球能量使用,人口和二氧化碳浓度的真实数据。结果表明,CO2的平衡水平随着减缓选项的效率的增加而降低了降低每单位能耗和能耗率的CO2排放率。通过考虑减缓选项的效率来分析最优系统,以减少CO2排放率和作为控制变量的能量消耗率。进行数值模拟以验证理论发现,并在二氧化碳排放率,能耗率和可用缓解选项的最大效率下确定控制变量的最佳谱,以减少二氧化碳排放率和能耗率。发现开发和实施更有效的缓解方案和转换为低碳能源,降低了缓解成本。

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