2017
DOI: 10.1016/j.apenergy.2017.09.057
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A holarchic approach for multi-scale distributed energy system optimisation

Abstract: The benefits of decentralized energy systems can be realised through the optimal siting of distributed energy systems and the design of highly interlinked district heating networks within existing electrical and gas networks. The problem is often formulated as a Mixed Integer Linear Programming (MILP) problem. MILP formulations are efficient and reliable, however the computational burden increases drastically with the number of integer variables, making detailed optimisation infeasible at large urban scales. T… Show more

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Cited by 62 publications
(23 citation statements)
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“…Clusters and typologies have often been applied at the district scale, in identifying the most cost-effective low carbon energy solution for different types of districts (Hargreaves et al 2017;McKenna et al 2016McKenna et al , 2017aSu et al 2017), as well as at the building scale, for example in the context of residential heat demand studies (McKenna et al 2016(McKenna et al , 2017a. In addition, Marquant et al (2017) present a holistic approach for optimisation of multi-scale distributed energy systems, by employing clusters of similar buildings at the district level.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Clusters and typologies have often been applied at the district scale, in identifying the most cost-effective low carbon energy solution for different types of districts (Hargreaves et al 2017;McKenna et al 2016McKenna et al , 2017aSu et al 2017), as well as at the building scale, for example in the context of residential heat demand studies (McKenna et al 2016(McKenna et al , 2017a. In addition, Marquant et al (2017) present a holistic approach for optimisation of multi-scale distributed energy systems, by employing clusters of similar buildings at the district level.…”
Section: Literature Reviewmentioning
confidence: 99%
“…An excellent resource, containing software tools for energy hub modelling can be found in [6]. The energy hub modelling approach has been applied to a variety operational challenges associated with MES such as expansion planning [7] and [8], optimal design [9] and [10], resource optimisation [11] and [12] and reliability assessment [13]. The energy hub is capable of representing MES flexibility provided by energy storage and the increased degrees of freedom in the energy resource dispatch.…”
Section: A Related Literaturementioning
confidence: 99%
“…The computational effort can be reduced if the whole problem is faced by defining two (or more) levels, which can be solved dealing with a reduced number of independent variables [15], or if it is decomposed into many sub-problems, which have to be solved with an iterative procedure [16][17][18]. In both cases the solution could be more easily obtained if the problem were described with sufficient precision by means of a linear model (MILP), even if additional variables are introduced for considering strong non-linear relations among flows of both energy and mass [10,11].…”
Section: Introductionmentioning
confidence: 99%