FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W1992278043> ?p ?o ?g. }

• W1992278043 endingPage "96" @default.
• W1992278043 startingPage "79" @default.
• W1992278043 abstract "A dynamic analysis of crack-inclusion interaction is described in this paper. The analysis employs a two-dimensional symmetric-Galerkin boundary integral formulation for multi-domain elastodynamic fracture analysis in the frequency domain. The multi-domain technique is based on the assumption of perfectly bonded inclusions. The numerical implementation of this boundary integral formulation is carried out with standard quadratic elements, allowing the use of an improved quarter-point element for accurately determining frequency responses of the dynamic stress intensity factors (DSIFs). To deal with singular and hypersingular integrals, the formulation is decomposed into two parts: the rst part is identical to that for elastostatics while the second part contains at most logarithmic singularities. The treatment of the elastostatic singular and hypersingular singular integrals employs an exterior limit to the boundary, while the weakly singular integrals in the second part are handled by Gauss quadrature. Time histories (transient responses) of the DSIFs are obtained in a post-processing step by applying the fast Fourier transform (FFT) and inverse FFT to the frequency responses of these DSIFs. Two numerical examples are presented for the computation of the DSIFs due to crack-inclusion interaction under two types of impact loading: Heaviside step loading and blast loading. The numerical results are consistent and conrm the well known crack tip shielding mechanism observed during the interaction between a crack and a much stier inclusion." @default.
• W1992278043 created "2016-06-24" @default.
• W1992278043 creator A5000422004 @default.
• W1992278043 creator A5023539419 @default.
• W1992278043 creator A5024149387 @default.
• W1992278043 date "2010-12-01" @default.
• W1992278043 modified "2023-09-26" @default.
• W1992278043 title "Symmetric-Galerkin Boundary Element Transient Analysis of the DSIFs for the Interaction of a Crack with a Circular Inclusion" @default.
• W1992278043 cites W1969282982 @default.
• W1992278043 cites W1969341019 @default.
• W1992278043 cites W1978927145 @default.
• W1992278043 cites W1985122564 @default.
• W1992278043 cites W1987799192 @default.
• W1992278043 cites W1989035318 @default.
• W1992278043 cites W1990972787 @default.
• W1992278043 cites W2002523520 @default.
• W1992278043 cites W2008074228 @default.
• W1992278043 cites W2010775869 @default.
• W1992278043 cites W2013247449 @default.
• W1992278043 cites W2015958183 @default.
• W1992278043 cites W2016995968 @default.
• W1992278043 cites W2028253460 @default.
• W1992278043 cites W2029122669 @default.
• W1992278043 cites W2030706930 @default.
• W1992278043 cites W2071521109 @default.
• W1992278043 cites W2076056490 @default.
• W1992278043 cites W2085057832 @default.
• W1992278043 cites W2106255811 @default.
• W1992278043 cites W2106960474 @default.
• W1992278043 cites W2109162316 @default.
• W1992278043 cites W2116479227 @default.
• W1992278043 cites W2121791581 @default.
• W1992278043 cites W2129223021 @default.
• W1992278043 cites W2138070515 @default.
• W1992278043 cites W2139528481 @default.
• W1992278043 cites W2144879353 @default.
• W1992278043 cites W2145572133 @default.
• W1992278043 cites W2145580705 @default.
• W1992278043 cites W2149615143 @default.
• W1992278043 cites W2167127356 @default.
• W1992278043 cites W2169701576 @default.
• W1992278043 cites W4249843616 @default.
• W1992278043 cites W4254881758 @default.
• W1992278043 doi "https://doi.org/10.4028/www.scientific.net/kem.454.79" @default.
• W1992278043 hasPublicationYear "2010" @default.
• W1992278043 type Work @default.
• W1992278043 sameAs 1992278043 @default.
• W1992278043 citedByCount "1" @default.
• W1992278043 countsByYear W19922780432013 @default.
• W1992278043 crossrefType "journal-article" @default.
• W1992278043 hasAuthorship W1992278043A5000422004 @default.
• W1992278043 hasAuthorship W1992278043A5023539419 @default.
• W1992278043 hasAuthorship W1992278043A5024149387 @default.
• W1992278043 hasConcept C11413529 @default.
• W1992278043 hasConcept C127413603 @default.
• W1992278043 hasConcept C134306372 @default.
• W1992278043 hasConcept C135628077 @default.
• W1992278043 hasConcept C151756577 @default.
• W1992278043 hasConcept C167196314 @default.
• W1992278043 hasConcept C186899397 @default.
• W1992278043 hasConcept C2524010 @default.
• W1992278043 hasConcept C27016315 @default.
• W1992278043 hasConcept C33923547 @default.
• W1992278043 hasConcept C48265008 @default.
• W1992278043 hasConcept C48753275 @default.
• W1992278043 hasConcept C63632240 @default.
• W1992278043 hasConcept C66938386 @default.
• W1992278043 hasConcept C75172450 @default.
• W1992278043 hasConcept C92571104 @default.
• W1992278043 hasConceptScore W1992278043C11413529 @default.
• W1992278043 hasConceptScore W1992278043C127413603 @default.
• W1992278043 hasConceptScore W1992278043C134306372 @default.
• W1992278043 hasConceptScore W1992278043C135628077 @default.
• W1992278043 hasConceptScore W1992278043C151756577 @default.
• W1992278043 hasConceptScore W1992278043C167196314 @default.
• W1992278043 hasConceptScore W1992278043C186899397 @default.
• W1992278043 hasConceptScore W1992278043C2524010 @default.
• W1992278043 hasConceptScore W1992278043C27016315 @default.
• W1992278043 hasConceptScore W1992278043C33923547 @default.
• W1992278043 hasConceptScore W1992278043C48265008 @default.
• W1992278043 hasConceptScore W1992278043C48753275 @default.
• W1992278043 hasConceptScore W1992278043C63632240 @default.
• W1992278043 hasConceptScore W1992278043C66938386 @default.
• W1992278043 hasConceptScore W1992278043C75172450 @default.
• W1992278043 hasConceptScore W1992278043C92571104 @default.
• W1992278043 hasLocation W19922780431 @default.
• W1992278043 hasOpenAccess W1992278043 @default.
• W1992278043 hasPrimaryLocation W19922780431 @default.
• W1992278043 hasRelatedWork W1000408356 @default.
• W1992278043 hasRelatedWork W119144941 @default.
• W1992278043 hasRelatedWork W128312276 @default.
• W1992278043 hasRelatedWork W154640052 @default.
• W1992278043 hasRelatedWork W1865277151 @default.
• W1992278043 hasRelatedWork W1984390255 @default.
• W1992278043 hasRelatedWork W1984444240 @default.
• W1992278043 hasRelatedWork W2026891042 @default.
• W1992278043 hasRelatedWork W2029253108 @default.
• W1992278043 hasRelatedWork W2056984240 @default.

• next