FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2078621251> ?p ?o ?g. }

• W2078621251 endingPage "329" @default.
• W2078621251 startingPage "319" @default.
• W2078621251 abstract "This paper presents the first weakly singular, symmetric Galerkin boundary element method (SGBEM) that is capable of modeling cracks in three-dimensional, generally anisotropic, linear piezoelectric finite media. The proposed numerical procedure is a generalization of the work by Rungamornrat and Mear [15] to treat piezoelectric media and that by Rungamornrat and Mear [16] to allow the treatment of cracks in a finite domain. The symmetric formulation is obtained via the proper use of a pair of weak-form boundary integral equations: one for the generalized displacement (i.e. the displacement and the electric potential) and the other for the generalized traction (i.e. the traction and the surface electric charge). The distinct feature of this pair of integral equations is that they are completely regularized to contain only weakly singular kernels of O(1/r). This desirable property renders continuous basis functions to be employed in the construction of an approximate solution by Galerkin strategy. To further enhance the efficiency and accuracy of the current technique, the local field in the neighborhood of the crack front is approximated by special interpolation functions. This properly enriched approximate field can capture the exact local field up to sufficiently high order terms and, with the incorporation of extra degrees of freedom along the crack front, the stress and electric intensity factors can be accurately obtained with the use of relatively coarse meshes. The proposed technique was tested by performing numerical experiments for various crack problems and it was found that the technique is robust and promising. In particular, it yields highly accurate numerical solutions for the stress and electric intensity factors along the crack front with only weak dependence on the level of mesh refinement." @default.
• W2078621251 created "2016-06-24" @default.
• W2078621251 creator A5029780918 @default.
• W2078621251 creator A5048231000 @default.
• W2078621251 creator A5082583066 @default.
• W2078621251 date "2011-03-01" @default.
• W2078621251 modified "2023-09-27" @default.
• W2078621251 title "Modeling of cracks in 3D piezoelectric finite media by weakly singular SGBEM" @default.
• W2078621251 cites W1969555083 @default.
• W2078621251 cites W1975284389 @default.
• W2078621251 cites W1976613931 @default.
• W2078621251 cites W1979970772 @default.
• W2078621251 cites W1981488886 @default.
• W2078621251 cites W1983607413 @default.
• W2078621251 cites W1987159946 @default.
• W2078621251 cites W1987325789 @default.
• W2078621251 cites W1989469876 @default.
• W2078621251 cites W1992721458 @default.
• W2078621251 cites W1997589172 @default.
• W2078621251 cites W1999961615 @default.
• W2078621251 cites W2002795514 @default.
• W2078621251 cites W2010161839 @default.
• W2078621251 cites W2011498797 @default.
• W2078621251 cites W2016383214 @default.
• W2078621251 cites W2021431019 @default.
• W2078621251 cites W2028379299 @default.
• W2078621251 cites W2035452579 @default.
• W2078621251 cites W2037361571 @default.
• W2078621251 cites W2039019779 @default.
• W2078621251 cites W2040241943 @default.
• W2078621251 cites W2048228633 @default.
• W2078621251 cites W2049139599 @default.
• W2078621251 cites W2053331541 @default.
• W2078621251 cites W2054942659 @default.
• W2078621251 cites W2062488298 @default.
• W2078621251 cites W2070349659 @default.
• W2078621251 cites W2072814166 @default.
• W2078621251 cites W2073867792 @default.
• W2078621251 cites W2079043578 @default.
• W2078621251 cites W2085297178 @default.
• W2078621251 cites W2093217019 @default.
• W2078621251 cites W2095987959 @default.
• W2078621251 cites W2109770277 @default.
• W2078621251 cites W2144398608 @default.
• W2078621251 cites W2152069815 @default.
• W2078621251 cites W2155176807 @default.
• W2078621251 cites W2160783616 @default.
• W2078621251 cites W2163749611 @default.
• W2078621251 cites W3392133 @default.
• W2078621251 cites W4237638773 @default.
• W2078621251 cites W2144197234 @default.
• W2078621251 doi "https://doi.org/10.1016/j.enganabound.2010.10.002" @default.
• W2078621251 hasPublicationYear "2011" @default.
• W2078621251 type Work @default.
• W2078621251 sameAs 2078621251 @default.
• W2078621251 citedByCount "12" @default.
• W2078621251 countsByYear W20786212512014 @default.
• W2078621251 countsByYear W20786212512015 @default.
• W2078621251 countsByYear W20786212512016 @default.
• W2078621251 countsByYear W20786212512019 @default.
• W2078621251 countsByYear W20786212512020 @default.
• W2078621251 countsByYear W20786212512021 @default.
• W2078621251 countsByYear W20786212512022 @default.
• W2078621251 crossrefType "journal-article" @default.
• W2078621251 hasAuthorship W2078621251A5029780918 @default.
• W2078621251 hasAuthorship W2078621251A5048231000 @default.
• W2078621251 hasAuthorship W2078621251A5082583066 @default.
• W2078621251 hasConcept C100082104 @default.
• W2078621251 hasConcept C107551265 @default.
• W2078621251 hasConcept C114793014 @default.
• W2078621251 hasConcept C121332964 @default.
• W2078621251 hasConcept C127313418 @default.
• W2078621251 hasConcept C134306372 @default.
• W2078621251 hasConcept C135628077 @default.
• W2078621251 hasConcept C15744967 @default.
• W2078621251 hasConcept C182310444 @default.
• W2078621251 hasConcept C186899397 @default.
• W2078621251 hasConcept C24890656 @default.
• W2078621251 hasConcept C27016315 @default.
• W2078621251 hasConcept C29660869 @default.
• W2078621251 hasConcept C33923547 @default.
• W2078621251 hasConcept C38834483 @default.
• W2078621251 hasConcept C542102704 @default.
• W2078621251 hasConcept C57470404 @default.
• W2078621251 hasConcept C60799052 @default.
• W2078621251 hasConcept C62520636 @default.
• W2078621251 hasConcept C97355855 @default.
• W2078621251 hasConceptScore W2078621251C100082104 @default.
• W2078621251 hasConceptScore W2078621251C107551265 @default.
• W2078621251 hasConceptScore W2078621251C114793014 @default.
• W2078621251 hasConceptScore W2078621251C121332964 @default.
• W2078621251 hasConceptScore W2078621251C127313418 @default.
• W2078621251 hasConceptScore W2078621251C134306372 @default.
• W2078621251 hasConceptScore W2078621251C135628077 @default.
• W2078621251 hasConceptScore W2078621251C15744967 @default.
• W2078621251 hasConceptScore W2078621251C182310444 @default.
• W2078621251 hasConceptScore W2078621251C186899397 @default.
• W2078621251 hasConceptScore W2078621251C24890656 @default.

• next