251. Multi-figure of merit optimization for global scale sustainable power systems.
- Author
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Al-Masri, Hussein M.K., AbuElrub, Ahmad, Almehizia, Abdullah A., and Ehsani, Mehrdad
- Subjects
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RENEWABLE energy sources , *CLIMATE change , *SOLAR energy , *CARBON dioxide , *EMISSIONS (Air pollution) - Abstract
Abstract The main goal in this paper is to supply a national load by multiple renewable power connections to utility grid at different geographic locations. The national load demand of the country of Jordan is supplied in this case study by finding the optimal configurations and locations (near cities). Cities of higher potential for wind and/or photovoltaic (PV) energy location are selected for connecting to renewable power. The annual system cost of energy (ASCE) for this optimized renewable energy system is shown to be 32.57% less than the conventional grid energy price. Further, the Carbon Dioxide (CO 2) emissions are reduced by 80.13%. These are excellent indications for the feasibility and environmental benefits of retrofitting conventional grid with renewable power in developing countries. Multi-figure of merits (MFOM) based on a Nondominated Sorting Genetic Algorithms (NSGA) optimization cases are investigated which include annual emission indicator (AEI), ASCE, levelized cost of energy (LCOE) and renewable penetration (RP). Results are either two dimensions (2D) or three dimensions (3D) Pareto frontier, where various competitive non-dominant solutions exist. A sweet spot selection (triple-S) procedure is proposed to help select the best point in the two (figure of merits) FOMs Pareto frontier to have both environmental and feasible solutions. Highlights • The contributions of this paper are multi-point connection to a national grid, holistic definition and modeling of the engineering and financial problems, optimal design tool solutions to the multi-point connection problem definition and model, suggesting this as a case study of the concept of "local solutions for a global problem." Such a holistic approach is recommended especially in the developing countries. • The importance of moving toward sustainable energy stems from global climate change and the need to provide access to affordable energy to all of humanity. The ultimate goal is to satisfy a country's national load demand by establishing multiple utility grid connections to various geographic locations of high wind or solar energy resources. This is done by building a new optimization design tool which investigates economic feasibility and environmental impacts. Then, Single figure of merit and multi-figure of merits optimizations have been investigated. • A mathematical modeling is developed for each component, and the optimal configuration is determined for each city. The annual system cost of energy (ASCE) is optimized to be 32.57% less than grid energy price, and the CO 2 emissions (AEI) are reduced by 80.13%. These are excellent indications for the economic feasibility and the environmental benefits of the designed system. The levelized cost of energy (LCOE), total net present cost, renewable penetration (RP) and AEI are 0.058212 $/kWh, $8.713857 billion, 59.49817% and 4.576 Megatonne/year respectively. • A new equation to calculate the salvage cost has been developed in this paper. Moreover, a new procedure in a multi-optimization problem was developed in this paper, which is the Sweet Spot Selection (triple-S) procedure. It is developed to help select the sweet point in the two FOMs Pareto frontier to have both environmental and economic feasible solutions. • Multi-figure of merits (MFOM) optimization cases based on a non-sorting genetic algorithm are investigated such as: AEI vs. ASCE, AEI vs. LCOE, AEI vs. RP and (RP, LCOE, AEI). The MFOM optimization results are either 2D or 3D Pareto frontier, where exists various competitive non-dominant solutions. The sweet spot selection (triple-S) procedure is proposed to help select the sweet spot in the two figure of merits Pareto frontier in order to have both environmental and feasible solutions. [ABSTRACT FROM AUTHOR]
- Published
- 2019
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