FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2891556519> ?p ?o ?g. }

• W2891556519 endingPage "1324" @default.
• W2891556519 startingPage "1315" @default.
• W2891556519 abstract "Linear power flow models are widely used in power systems to simplify the nonlinear power flow equations. The DC power flow model is one of the representatives. There are many other linear power flow models that improve the DC power flow model with the inclusion of $boldsymbol{Q}$ and $boldsymbol{v}$ . However, existing linear models are derived based on empirical mathematical approximation without a general methodology guidance. In this paper, we found that the fundamental difference among different linear power flow models lies in the formulation of “independent variables.” Based on this finding, a general formulation of linear power flow models is proposed. The linearization error is theoretically analyzed. In particular, the case when $boldsymbol{ theta }$ and $boldsymbol{v^{scriptscriptstyle k}}$ are regarded as independent variables is thoroughly investigated. Method for finding the linear power flow with the minimum error is presented. The formulation of the independent variables associated with the minimum linearization error is determined by the distribution of state variables $boldsymbol{v}$ and $boldsymbol{theta }$ . It is shown that the linearization error when $boldsymbol{v^{scriptscriptstyle 2}}$ is regarded as an independent variable is normally smaller than that for $boldsymbol{v}$ because of the special properties of the distribution of $boldsymbol{v}$ in power grids." @default.
• W2891556519 created "2018-09-27" @default.
• W2891556519 creator A5001759017 @default.
• W2891556519 creator A5017941662 @default.
• W2891556519 creator A5022565553 @default.
• W2891556519 creator A5057136360 @default.
• W2891556519 creator A5070021733 @default.
• W2891556519 creator A5091349192 @default.
• W2891556519 date "2019-03-01" @default.
• W2891556519 modified "2023-10-17" @default.
• W2891556519 title "A General Formulation of Linear Power Flow Models: Basic Theory and Error Analysis" @default.
• W2891556519 cites W1968771981 @default.
• W2891556519 cites W1985126946 @default.
• W2891556519 cites W1986293382 @default.
• W2891556519 cites W2051261920 @default.
• W2891556519 cites W2067584824 @default.
• W2891556519 cites W2087177267 @default.
• W2891556519 cites W2100929550 @default.
• W2891556519 cites W2106424475 @default.
• W2891556519 cites W2111416445 @default.
• W2891556519 cites W2133726159 @default.
• W2891556519 cites W2168283238 @default.
• W2891556519 cites W2179635461 @default.
• W2891556519 cites W2298891320 @default.
• W2891556519 cites W2411261573 @default.
• W2891556519 cites W2461951329 @default.
• W2891556519 cites W2520235949 @default.
• W2891556519 cites W2550224563 @default.
• W2891556519 cites W2565958257 @default.
• W2891556519 cites W2571148163 @default.
• W2891556519 cites W2644347995 @default.
• W2891556519 cites W2756070521 @default.
• W2891556519 cites W2769316584 @default.
• W2891556519 cites W2769725815 @default.
• W2891556519 cites W2770751151 @default.
• W2891556519 cites W2788516711 @default.
• W2891556519 doi "https://doi.org/10.1109/tpwrs.2018.2871182" @default.
• W2891556519 hasPublicationYear "2019" @default.
• W2891556519 type Work @default.
• W2891556519 sameAs 2891556519 @default.
• W2891556519 citedByCount "108" @default.
• W2891556519 countsByYear W28915565192019 @default.
• W2891556519 countsByYear W28915565192020 @default.
• W2891556519 countsByYear W28915565192021 @default.
• W2891556519 countsByYear W28915565192022 @default.
• W2891556519 countsByYear W28915565192023 @default.
• W2891556519 crossrefType "journal-article" @default.
• W2891556519 hasAuthorship W2891556519A5001759017 @default.
• W2891556519 hasAuthorship W2891556519A5017941662 @default.
• W2891556519 hasAuthorship W2891556519A5022565553 @default.
• W2891556519 hasAuthorship W2891556519A5057136360 @default.
• W2891556519 hasAuthorship W2891556519A5070021733 @default.
• W2891556519 hasAuthorship W2891556519A5091349192 @default.
• W2891556519 hasConcept C121332964 @default.
• W2891556519 hasConcept C126255220 @default.
• W2891556519 hasConcept C163258240 @default.
• W2891556519 hasConcept C181361822 @default.
• W2891556519 hasConcept C2524010 @default.
• W2891556519 hasConcept C28826006 @default.
• W2891556519 hasConcept C2986056383 @default.
• W2891556519 hasConcept C3018824978 @default.
• W2891556519 hasConcept C33923547 @default.
• W2891556519 hasConcept C38349280 @default.
• W2891556519 hasConcept C41008148 @default.
• W2891556519 hasConcept C62520636 @default.
• W2891556519 hasConcept C89227174 @default.
• W2891556519 hasConceptScore W2891556519C121332964 @default.
• W2891556519 hasConceptScore W2891556519C126255220 @default.
• W2891556519 hasConceptScore W2891556519C163258240 @default.
• W2891556519 hasConceptScore W2891556519C181361822 @default.
• W2891556519 hasConceptScore W2891556519C2524010 @default.
• W2891556519 hasConceptScore W2891556519C28826006 @default.
• W2891556519 hasConceptScore W2891556519C2986056383 @default.
• W2891556519 hasConceptScore W2891556519C3018824978 @default.
• W2891556519 hasConceptScore W2891556519C33923547 @default.
• W2891556519 hasConceptScore W2891556519C38349280 @default.
• W2891556519 hasConceptScore W2891556519C41008148 @default.
• W2891556519 hasConceptScore W2891556519C62520636 @default.
• W2891556519 hasConceptScore W2891556519C89227174 @default.
• W2891556519 hasFunder F4320321001 @default.
• W2891556519 hasIssue "2" @default.
• W2891556519 hasLocation W28915565191 @default.
• W2891556519 hasOpenAccess W2891556519 @default.
• W2891556519 hasPrimaryLocation W28915565191 @default.
• W2891556519 hasRelatedWork W1612120767 @default.
• W2891556519 hasRelatedWork W1926769931 @default.
• W2891556519 hasRelatedWork W2149855558 @default.
• W2891556519 hasRelatedWork W2538340850 @default.
• W2891556519 hasRelatedWork W2541683584 @default.
• W2891556519 hasRelatedWork W2568570462 @default.
• W2891556519 hasRelatedWork W3122851044 @default.
• W2891556519 hasRelatedWork W316824148 @default.
• W2891556519 hasRelatedWork W3196115447 @default.
• W2891556519 hasRelatedWork W3204640338 @default.
• W2891556519 hasVolume "34" @default.
• W2891556519 isParatext "false" @default.
• W2891556519 isRetracted "false" @default.
• W2891556519 magId "2891556519" @default.

• next