2018
DOI: 10.1002/er.4070
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Modeling and daily operation optimization of a distributed energy system considering economic and energy aspects

Abstract: Summary This paper presents a distributed energy system (DES) for a local district and formulates a constrained nonlinear multiobjective optimization model for the daily operation of the system. The main objective of the study is to increase the efficiency by minimizing energy cost, energy consumption, and energy losses. It is implemented through the integration and complementation of renewable energies and fossil fuels as well as the recycling utilization of waste heat in the DES. The consideration of network… Show more

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Cited by 16 publications
(19 citation statements)
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“…The positions of whales are regarded as the candidate solution of the OEF problem and the position of the target prey is the global optimal solution. In the iteration process of the algorithm, candidate solution would keep getting closer to the global optimal solution according to position updating rules (ie, shrinking encircling operator, spiral updating operator, and random searching operator) of the whales, which could mathematically be modeled as follows: bold-italicXfalse(t+1false)={arrayarraybold-italicX(t)A·|C·bold-italicX(t)X(t)|(shrinking encircling operator)arrayebl·cos(2πl)·|bold-italicX(t)X(t)|+bold-italicX(t)(spiral updating operator)arraybold-italicXrand(t)A·|C·bold-italicXrand(t)X(t)|(random searching operator), where X is the position vector of whales, ie, the candidate solution of the OEF problem; X ∗ is the position vector of the target prey, ie, the best solution obtained so far; X rand is the vector representing random positions chosen from the current population; t indicates the current iteration of the WOA and t max is the maximum number of iterations; A =2 a · r − a and C =2 r are coefficient vectors; a =2(1 − t / t max ) is control parameter; and r is a random vector in []0,1; b is a constant for defining the shape of the logarithmic spiral, l is a random number in []1,1.…”
Section: Optimal Energy Flow In Electricity‐gas Integrated Energy Systemmentioning
confidence: 99%
“…The positions of whales are regarded as the candidate solution of the OEF problem and the position of the target prey is the global optimal solution. In the iteration process of the algorithm, candidate solution would keep getting closer to the global optimal solution according to position updating rules (ie, shrinking encircling operator, spiral updating operator, and random searching operator) of the whales, which could mathematically be modeled as follows: bold-italicXfalse(t+1false)={arrayarraybold-italicX(t)A·|C·bold-italicX(t)X(t)|(shrinking encircling operator)arrayebl·cos(2πl)·|bold-italicX(t)X(t)|+bold-italicX(t)(spiral updating operator)arraybold-italicXrand(t)A·|C·bold-italicXrand(t)X(t)|(random searching operator), where X is the position vector of whales, ie, the candidate solution of the OEF problem; X ∗ is the position vector of the target prey, ie, the best solution obtained so far; X rand is the vector representing random positions chosen from the current population; t indicates the current iteration of the WOA and t max is the maximum number of iterations; A =2 a · r − a and C =2 r are coefficient vectors; a =2(1 − t / t max ) is control parameter; and r is a random vector in []0,1; b is a constant for defining the shape of the logarithmic spiral, l is a random number in []1,1.…”
Section: Optimal Energy Flow In Electricity‐gas Integrated Energy Systemmentioning
confidence: 99%
“…19 Tan et al presented a distributed energy system for a local district and formulated a constrained nonlinear multiobjective optimization model for the daily operation of the system to increase the efficiency by minimizing energy cost, energy consumption, and energy losses. 20 Geng et al proposed that a novel interpretative structural model integrated the fuzzy theory to analyze the energy structure, obtain energy-saving potentials, and improve energy consumption. 21 Han et al presented a production capacity analysis and energy optimization model of the ethylene and purified terephthalic acid production systems in complex petrochemical industries based on a novel extreme learning machine integrating affinity propagation clustering.…”
Section: Related Workmentioning
confidence: 99%
“…A high‐fidelity dynamic model of a steam hydrogenation reactor was developed by Aeowjaroenlap et al, and the optimum operating policy was achieved by maximizing the overall cracking process economics through the enhancement of the selectivity and productivity of ethylene . Tan et al presented a distributed energy system for a local district and formulated a constrained nonlinear multiobjective optimization model for the daily operation of the system to increase the efficiency by minimizing energy cost, energy consumption, and energy losses . Geng et al proposed that a novel interpretative structural model integrated the fuzzy theory to analyze the energy structure, obtain energy‐saving potentials, and improve energy consumption .…”
Section: Introductionmentioning
confidence: 99%
“…32 Second, to the best of the authors' knowledge, timebased electricity CO 2 emission factors have never been taken into account in energy systems optimization studies for buildings applications. 51 The aim of this paper is to elaborate a mathematical model for the multiobjective synthesis of trigeneration systems assisted with solar-based RETs and TES from economic and environmental viewpoints. Depending on the resource consumed and the power plant type, the produced electricity will have different CO 2 emissions content.…”
Section: Introductionmentioning
confidence: 99%