2020
DOI: 10.1109/tste.2019.2918269
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Multi-Stage Stochastic Programming to Joint Economic Dispatch for Energy and Reserve With Uncertain Renewable Energy

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Cited by 138 publications
(52 citation statements)
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“…Q bg (t) = P bg (t)η bg (34) where (31) represents the minimum P bg min and maximum P bg max operating limits of the biofuel generator; the ramping constraint is given by (32), where P bg ramp is the maximum allowable ramp-rate; the minimum up-time and down-time limits, t up min and t down min , respectively, are imposed by (33). Equation (34) gives the thermal power generation from biofuel generator, where Q bg and η bg are the thermal output and thermal efficiency of the biofuel generator, respectively.…”
Section: Multi-energy Management System (Mems)mentioning
confidence: 99%
See 1 more Smart Citation
“…Q bg (t) = P bg (t)η bg (34) where (31) represents the minimum P bg min and maximum P bg max operating limits of the biofuel generator; the ramping constraint is given by (32), where P bg ramp is the maximum allowable ramp-rate; the minimum up-time and down-time limits, t up min and t down min , respectively, are imposed by (33). Equation (34) gives the thermal power generation from biofuel generator, where Q bg and η bg are the thermal output and thermal efficiency of the biofuel generator, respectively.…”
Section: Multi-energy Management System (Mems)mentioning
confidence: 99%
“…A two-stage scenario-based stochastic algorithm is proposed for handling heterogeneous uncertainties for scheduling of multi-energy micro-grids [30,31]. Lu et al [32] have handled the uncertainty of RE for economic dispatch of the IEEE 118-bus system by a multi-stage stochastic programming model. Optimal and reliable multi-energy supply under the uncertainties having thermal storage, diesel generators and renewable energy are handled by a robustly coordinated operation approach [33] for minimising the operating costs.…”
Section: Introductionmentioning
confidence: 99%
“…In this paper, assume the closed-form expression of the logarithmic moment generating function is not available, thus (36) is a typical stochastic optimization problem with a fixed probability distribution P 0 [2]. Standard stochastic optimization technique can be used to solve (36) such as the sample average approximation [13] and stochastic approximation. To apply the SAA method, we generate an independent and identical distribution sample from the distribution P 0 , and we use the following optimization problem to approximate problem (36), which can be written as the following form:…”
Section: Solution Strategymentioning
confidence: 99%
“…Stochastic approximation [6] and sample average approximation (SAA) [7] are two typical solution methods for stochastic programming. In these studies [8][9][10][11][12][13], results demonstrate that stochastic optimization has a good performance under uncertainties. Generally, in stochastic optimization, the variabilities are assumed to follow a determined probability distribution.…”
Section: Introductionmentioning
confidence: 99%
“…In [11], the authors propose a stochastic-robust approach for the decisions of a system with EVs. In [12] a stochastic MILP formulation is proposed to assess the impact of RES and EV uncertainty on the energy management of a smart building, while in [13] and [14] the authors used stochastic dual dynamic programming to address RES uncertainty in dispatch problems. However, with multiple DERs, system parameters span over an exponentially large space, which means that the relatively very small number of scenarios sampled by a stochastic programming method can fail to generalize reliably.…”
Section: Introductionmentioning
confidence: 99%