Matches in SemOpenAlex for { <https://semopenalex.org/work/W2023674498> ?p ?o ?g. }
Showing items 1 to 100 of
100
with 100 items per page.
- W2023674498 endingPage "4009" @default.
- W2023674498 startingPage "4000" @default.
- W2023674498 abstract "Based on the well-known Durbin method, an efficient numerical method was developed for the inversion of the two-sided Laplace transform. The accuracy of the method was verified using examples. As an application of the method, transient elastic waves propagating in a two-layered piezoelectric medium subjected to anti-plane concentrated loading and in-plane electric displacement loading were investigated. One-sided and two-sided Laplace transforms were applied to determine the shear stresses and electric displacements in the double Laplace transform domain. Subsequently, the Durbin method for one-sided Laplace transform inversion and the extended Durbin method for two-sided Laplace transform inversion were used to implement the numerical inversions. Additionally, the numerical results of the transient stresses and electric displacements were evaluated and discussed. It showed that the arrival time of transient waves satisfies physical phenomena, and the transient solution oscillates near the static solution and rapidly approximates the static solution." @default.
- W2023674498 created "2016-06-24" @default.
- W2023674498 creator A5003109725 @default.
- W2023674498 creator A5044512236 @default.
- W2023674498 creator A5082241972 @default.
- W2023674498 date "2013-11-01" @default.
- W2023674498 modified "2023-09-27" @default.
- W2023674498 title "The extended Durbin method and its application for piezoelectric wave propagation problems" @default.
- W2023674498 cites W1966688129 @default.
- W2023674498 cites W1969578666 @default.
- W2023674498 cites W1971657177 @default.
- W2023674498 cites W1978091244 @default.
- W2023674498 cites W1981007691 @default.
- W2023674498 cites W1982396534 @default.
- W2023674498 cites W1986739828 @default.
- W2023674498 cites W1986824003 @default.
- W2023674498 cites W1987145007 @default.
- W2023674498 cites W1994389806 @default.
- W2023674498 cites W1994511630 @default.
- W2023674498 cites W1998652711 @default.
- W2023674498 cites W2003958311 @default.
- W2023674498 cites W2004297914 @default.
- W2023674498 cites W2007916933 @default.
- W2023674498 cites W2018382216 @default.
- W2023674498 cites W2021071710 @default.
- W2023674498 cites W2022239419 @default.
- W2023674498 cites W2043655345 @default.
- W2023674498 cites W2048046453 @default.
- W2023674498 cites W2051965379 @default.
- W2023674498 cites W2052699357 @default.
- W2023674498 cites W2055366904 @default.
- W2023674498 cites W2059577985 @default.
- W2023674498 cites W2062641635 @default.
- W2023674498 cites W2064244612 @default.
- W2023674498 cites W2072332385 @default.
- W2023674498 cites W2074118637 @default.
- W2023674498 cites W2081255718 @default.
- W2023674498 cites W2081315401 @default.
- W2023674498 cites W2083372910 @default.
- W2023674498 cites W2088347470 @default.
- W2023674498 cites W2091227064 @default.
- W2023674498 cites W2091623447 @default.
- W2023674498 cites W2093905877 @default.
- W2023674498 cites W2094729287 @default.
- W2023674498 cites W2111048305 @default.
- W2023674498 cites W2129829408 @default.
- W2023674498 cites W2151333768 @default.
- W2023674498 cites W2165591847 @default.
- W2023674498 cites W2171640513 @default.
- W2023674498 cites W4250722658 @default.
- W2023674498 doi "https://doi.org/10.1016/j.ijsolstr.2013.08.009" @default.
- W2023674498 hasPublicationYear "2013" @default.
- W2023674498 type Work @default.
- W2023674498 sameAs 2023674498 @default.
- W2023674498 citedByCount "9" @default.
- W2023674498 countsByYear W20236744982014 @default.
- W2023674498 countsByYear W20236744982015 @default.
- W2023674498 countsByYear W20236744982017 @default.
- W2023674498 countsByYear W20236744982019 @default.
- W2023674498 countsByYear W20236744982022 @default.
- W2023674498 crossrefType "journal-article" @default.
- W2023674498 hasAuthorship W2023674498A5003109725 @default.
- W2023674498 hasAuthorship W2023674498A5044512236 @default.
- W2023674498 hasAuthorship W2023674498A5082241972 @default.
- W2023674498 hasBestOaLocation W20236744981 @default.
- W2023674498 hasConcept C100082104 @default.
- W2023674498 hasConcept C121332964 @default.
- W2023674498 hasConcept C127413603 @default.
- W2023674498 hasConcept C192562407 @default.
- W2023674498 hasConcept C24890656 @default.
- W2023674498 hasConcept C33923547 @default.
- W2023674498 hasConcept C66938386 @default.
- W2023674498 hasConceptScore W2023674498C100082104 @default.
- W2023674498 hasConceptScore W2023674498C121332964 @default.
- W2023674498 hasConceptScore W2023674498C127413603 @default.
- W2023674498 hasConceptScore W2023674498C192562407 @default.
- W2023674498 hasConceptScore W2023674498C24890656 @default.
- W2023674498 hasConceptScore W2023674498C33923547 @default.
- W2023674498 hasConceptScore W2023674498C66938386 @default.
- W2023674498 hasIssue "24" @default.
- W2023674498 hasLocation W20236744981 @default.
- W2023674498 hasOpenAccess W2023674498 @default.
- W2023674498 hasPrimaryLocation W20236744981 @default.
- W2023674498 hasRelatedWork W1986674838 @default.
- W2023674498 hasRelatedWork W1990086497 @default.
- W2023674498 hasRelatedWork W2028132284 @default.
- W2023674498 hasRelatedWork W2061717923 @default.
- W2023674498 hasRelatedWork W2159445002 @default.
- W2023674498 hasRelatedWork W2321300655 @default.
- W2023674498 hasRelatedWork W2359476263 @default.
- W2023674498 hasRelatedWork W2374308001 @default.
- W2023674498 hasRelatedWork W2379633532 @default.
- W2023674498 hasRelatedWork W2587533067 @default.
- W2023674498 hasVolume "50" @default.
- W2023674498 isParatext "false" @default.
- W2023674498 isRetracted "false" @default.
- W2023674498 magId "2023674498" @default.
- W2023674498 workType "article" @default.