2021
DOI: 10.34117/bjdv7n3-272
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Arquitetura Para Identificar E Estimar Regiões De Faltas Permanentes Em Média Tensão: Uma Contribuição Da Plataforma Smatlvgrid / Architecture to Identify and Estimate Regions of Permanent Faults in Medium Voltage: A Contribution of the Smatlvgrid Platform

Abstract: Este artigo tem o objetivo de analisar a implementação da identificação e estimação das regiões de faltas em média tensão com objetivo de contribuir para a plataforma SmartLV Grid. Para isso é elaborado a arquitetura para um sistema de distribuição desequilibrado e os resultados são representandos com uma interface homem máquina. Através da comunicação pro porcionado é uma alta infraestrutura capaz de monitorar o sistema proposta para a identificação de faltas por meio da tensão de referência de cada ramo e a … Show more

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Cited by 1 publication
(3 citation statements)
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(8 reference statements)
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“…The literature presents applications of the SmartLVGrid metamodel used for the management, control, and energy monitoring of power distribution systems and building systems [3,4,12]. In [5], we presented a data-driven energy management strategy by monitoring real-time energy demand in each circuit of a building installation based on the aforementioned metamodel.…”
Section: Proposed Demand Forecast Strategymentioning
confidence: 99%
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“…The literature presents applications of the SmartLVGrid metamodel used for the management, control, and energy monitoring of power distribution systems and building systems [3,4,12]. In [5], we presented a data-driven energy management strategy by monitoring real-time energy demand in each circuit of a building installation based on the aforementioned metamodel.…”
Section: Proposed Demand Forecast Strategymentioning
confidence: 99%
“…In this algorithm, the maximum number of instances possible is considered within a margin of , with the aim of determining weights and biases, that provides the generalization for the model. To achieve this, the objective is to minimize the error J(w, w 0 , ξ, ξ) given by Equation (12), where ξ n and ξn are the slack variables corresponding to a deviation from the margin, with the penalty control given by C, constrained by Equations ( 13)- (15).…”
Section: Support Vector Regression (Svr)mentioning
confidence: 99%
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