2020
DOI: 10.1049/iet-rpg.2019.1054
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PV hosting capacity of LV distribution networks using smart inverters and storage systems: a practical margin

Abstract: This study proposes an approach to evaluate a practical margin for photovoltaic (PV) generation hosting capacity (HC) of low voltage distribution networks. This HC is determined considering the randomness of the connection points and is supposed to be the maximum value of PV penetration up to which the utility can authorise any interconnection without performing additional case studies. Smart inverter control strategies and battery storage systems are used to avoid costly network expansion solutions. The simul… Show more

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Cited by 39 publications
(17 citation statements)
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“…In addition, P Grid and Q Grid are the active and reactive power of the grid at the slack bus, respectively; Q P Vi and Q BESSi are the reactive power from the PV and BESS smart inverters at bus i and time t, respectively; P Di and Q Di are the active and reactive power of demand at bus i and time t, respectively; Y ij is the element of the Y-bus matrix; θ ij is the impedance angle of the line between bus i and j; and δ j and δ i are the voltage angles at buses j and i, respectively. Equation (18) indicates that the voltage at each node must be within the minimum voltage (V min ) and maximum voltage (V max ) limit. The limit of the current carrying capacity (ampacity) of the line between buses i and j is given in (19).…”
Section: A Problem Formulationmentioning
confidence: 99%
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“…In addition, P Grid and Q Grid are the active and reactive power of the grid at the slack bus, respectively; Q P Vi and Q BESSi are the reactive power from the PV and BESS smart inverters at bus i and time t, respectively; P Di and Q Di are the active and reactive power of demand at bus i and time t, respectively; Y ij is the element of the Y-bus matrix; θ ij is the impedance angle of the line between bus i and j; and δ j and δ i are the voltage angles at buses j and i, respectively. Equation (18) indicates that the voltage at each node must be within the minimum voltage (V min ) and maximum voltage (V max ) limit. The limit of the current carrying capacity (ampacity) of the line between buses i and j is given in (19).…”
Section: A Problem Formulationmentioning
confidence: 99%
“…In [17], a probabilistic method for hosting a high PV penetration in a distribution network using optimal oversized smart inverters with Watt/VAr functions was studied. In [18], smart inverter control strategies and a BESS were used to assess the practical margin PVHC. However, the effect of reactive power control of the smart inverter for a BESS on the PVHC of the distribution network was not considered with this method.…”
Section: Introductionmentioning
confidence: 99%
“…The control strategies are: (i) specified fixed or constant power factor; and (ii) Volt-Var control. Both control strategies are common in commercially available smart PV inverters [28], [31]. Through the variation of the reactive power output, the PV inverters can help regulate locally the voltage profile and mitigate the sudden voltage variations derived from the PV generation.…”
Section: ) Voltage Profile Control At Pv Generation Pointsmentioning
confidence: 99%
“…In this mode, real power could be curtailed to facilitate dispatch of reactive energy. Volt-Var control belongs to the category of smart-control for PV inverters and can benefit the network characteristics and extend the hosting capacity (HC) [28]. The Volt-Var control is defined mathematically by Eq.…”
Section: ) Voltage Profile Control At Pv Generation Pointsmentioning
confidence: 99%
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