Abstract
Finding the optimal size of a hybrid renewable energy system is certainly important. The problem is often modelled as an multi-objective optimization problem (MOP) in which objectives such as annualized system cost, loss of power supply probability etc. are minimized. However, the MOP model rarely takes the load characteristics into account. We argue that ignoring load characteristics may be inappropriate when designing HRES for a place with intermittent high load demand. For example, in a training base the load demand is high when there are training tasks while the demand decreases to a low level when there is no training task. This results in an interesting issue, that is, when the loss of power supply probability is determined at a specific value, say 15%, then it is very likely that most of loss of power supply would occur right in the training period which is unexpected. Therefore, this study proposes a constraint multi-objective model to deal with this issue—in addition to the general multi-objective optimization model, the loss of power supply probability over a critical period is set as a constraint. Correspondingly, the non-dominated sorting genetic algorithm II with a relaxed epsilon constraint handling strategy is proposed to address the constraint MOP. Experimental results on a real world application demonstrate that the proposed model and algorithm are both effective and efficient.
Highlights
Electricity in remote places, e.g., islands, are generally supplied by fossil fuel based generation systems
The load demand is high during a specific period while is relatively low at the rest of time. In such case we argue that load characteristics cannot be ignored while sizing hybrid renewable energy systems (HRES)
Second we show that by the proposed constraint multi-objective model and the -CNSGAII algorithm, the optimal sizing of HRES for this typical case can be successfully tackled
Summary
Npv Ndg Cini Crep Cemi Qfuel ree sff nir ly FLPSP Nwt Nbat Com Cfuel facemi fuelc ine crf rair. Open-circuit voltage under STC (V) VOC temperature coefficient (V/◦C) ISC temperature coefficient (A/◦C). Power output by WT (W) The wind speed Cut-in wind speed The height of WT The rated WT power(W) the rated wind speed Cut-off wind speed The reference WT height
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