2013
DOI: 10.1541/ieejias.133.29
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Line Loss Minimization Control in a Loop Distribution System using Circulating Current Compensation and Reactive Current Suppression by a Unified Power Flow Controller

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Cited by 5 publications
(2 citation statements)
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“…P loss ≤ P loss−min P loss −P loss−ori P loss−min −P loss−ori P loss−min < P loss < P loss−ori 0 P loss−ori ≤ P loss (17) where P loss−ori is the original loss of the closed-loop network without any control measure, and P loss is the variable describing the power loss change with the compensated voltage. According to the "power quality-admissible deviation of supply voltage," the range of voltage deviation is set within ±7%U N (rated voltage).…”
Section: Fuzzy Membership Functionmentioning
confidence: 99%
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“…P loss ≤ P loss−min P loss −P loss−ori P loss−min −P loss−ori P loss−min < P loss < P loss−ori 0 P loss−ori ≤ P loss (17) where P loss−ori is the original loss of the closed-loop network without any control measure, and P loss is the variable describing the power loss change with the compensated voltage. According to the "power quality-admissible deviation of supply voltage," the range of voltage deviation is set within ±7%U N (rated voltage).…”
Section: Fuzzy Membership Functionmentioning
confidence: 99%
“…[14][15][16], an optimal control method considering line loss and node voltage for the loop distribution system was studied, which could achieve the optimal goal by suppressing the loop current via UPFC. On this basis, the approach of controlling loop current and reactive current together by UPFC was presented to further lower the power loss [17]. Nevertheless, limited by cost, UPFC is less applied in practical distribution systems [18].…”
Section: Introductionmentioning
confidence: 99%