FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W4313478594> ?p ?o ?g. }

• W4313478594 endingPage "105191" @default.
• W4313478594 startingPage "105191" @default.
• W4313478594 abstract "The aim of this paper is to define a new, simple and efficient method of solution of elasticity problems for 3D bodies containing cracks slightly perturbed out of their original plane or surface. This method extends that proposed by Rice (1985, 1989), from a re-formulation of Bueckner (1987)’s 3D weight function theory, for the treatment of coplanar crack perturbations. First, a general formula is derived for the variation of total energy of a cracked elastic body, resulting from some small but otherwise arbitrary geometric perturbation of the embedded crack(s). This formula, which involves integrals over both the front and the surface of the crack, is derived from an expression of deLorenzi (1982) and Destuynder et al. (1983) in the form of a volumic integral, originally limited to purely tangential crack perturbations but duly extended here to arbitrary perturbations having both tangential and normal components. It is then used to derive a general expression of the variation of displacement arising from a general perturbation of the crack(s), anywhere in the cracked body. The reasoning here basically follows the same lines as in the works of Rice (1985, 1989), but for the presence of an additional normal component of the crack perturbation. The possible use of the formalism developed to treat problems of out-of-plane, or out-of-surface perturbations of cracks is finally briefly evoked; the straightforwardness of the new method proposed is hoped to permit future applications to non-coplanar crack problems too complex to be accessible by more conventional methods." @default.
• W4313478594 created "2023-01-06" @default.
• W4313478594 creator A5047151643 @default.
• W4313478594 creator A5066457829 @default.
• W4313478594 date "2023-03-01" @default.
• W4313478594 modified "2023-10-09" @default.
• W4313478594 title "An extended Bueckner–Rice theory for arbitrary geometric perturbations of cracks" @default.
• W4313478594 cites W1428386262 @default.
• W4313478594 cites W1967540930 @default.
• W4313478594 cites W1967997335 @default.
• W4313478594 cites W1972121323 @default.
• W4313478594 cites W1975051305 @default.
• W4313478594 cites W1976615431 @default.
• W4313478594 cites W1984251829 @default.
• W4313478594 cites W1988398582 @default.
• W4313478594 cites W1991947068 @default.
• W4313478594 cites W2003439947 @default.
• W4313478594 cites W2005498445 @default.
• W4313478594 cites W2013388944 @default.
• W4313478594 cites W2025053387 @default.
• W4313478594 cites W2025393834 @default.
• W4313478594 cites W2032134147 @default.
• W4313478594 cites W2032695484 @default.
• W4313478594 cites W2038829082 @default.
• W4313478594 cites W2044494479 @default.
• W4313478594 cites W2046316518 @default.
• W4313478594 cites W2049402423 @default.
• W4313478594 cites W2051669285 @default.
• W4313478594 cites W2054336337 @default.
• W4313478594 cites W2058043530 @default.
• W4313478594 cites W2063512982 @default.
• W4313478594 cites W2064064074 @default.
• W4313478594 cites W2069754065 @default.
• W4313478594 cites W2078070150 @default.
• W4313478594 cites W2079573784 @default.
• W4313478594 cites W2080135353 @default.
• W4313478594 cites W2083377805 @default.
• W4313478594 cites W2083974156 @default.
• W4313478594 cites W2084155865 @default.
• W4313478594 cites W2084464066 @default.
• W4313478594 cites W2088133783 @default.
• W4313478594 cites W2089135629 @default.
• W4313478594 cites W2091431399 @default.
• W4313478594 cites W2122972027 @default.
• W4313478594 cites W2145957718 @default.
• W4313478594 cites W2280415256 @default.
• W4313478594 cites W2904901121 @default.
• W4313478594 cites W3002989442 @default.
• W4313478594 cites W3100981230 @default.
• W4313478594 cites W3105988791 @default.
• W4313478594 cites W3163549499 @default.
• W4313478594 cites W3201623453 @default.
• W4313478594 cites W4290829901 @default.
• W4313478594 doi "https://doi.org/10.1016/j.jmps.2022.105191" @default.
• W4313478594 hasPublicationYear "2023" @default.
• W4313478594 type Work @default.
• W4313478594 citedByCount "1" @default.
• W4313478594 countsByYear W43134785942023 @default.
• W4313478594 crossrefType "journal-article" @default.
• W4313478594 hasAuthorship W4313478594A5047151643 @default.
• W4313478594 hasAuthorship W4313478594A5066457829 @default.
• W4313478594 hasBestOaLocation W43134785942 @default.
• W4313478594 hasConcept C121332964 @default.
• W4313478594 hasConcept C121854251 @default.
• W4313478594 hasConcept C134306372 @default.
• W4313478594 hasConcept C177918212 @default.
• W4313478594 hasConcept C17825722 @default.
• W4313478594 hasConcept C2524010 @default.
• W4313478594 hasConcept C33923547 @default.
• W4313478594 hasConcept C62520636 @default.
• W4313478594 hasConcept C74650414 @default.
• W4313478594 hasConcept C97355855 @default.
• W4313478594 hasConceptScore W4313478594C121332964 @default.
• W4313478594 hasConceptScore W4313478594C121854251 @default.
• W4313478594 hasConceptScore W4313478594C134306372 @default.
• W4313478594 hasConceptScore W4313478594C177918212 @default.
• W4313478594 hasConceptScore W4313478594C17825722 @default.
• W4313478594 hasConceptScore W4313478594C2524010 @default.
• W4313478594 hasConceptScore W4313478594C33923547 @default.
• W4313478594 hasConceptScore W4313478594C62520636 @default.
• W4313478594 hasConceptScore W4313478594C74650414 @default.
• W4313478594 hasConceptScore W4313478594C97355855 @default.
• W4313478594 hasLocation W43134785941 @default.
• W4313478594 hasLocation W43134785942 @default.
• W4313478594 hasLocation W43134785943 @default.
• W4313478594 hasLocation W43134785944 @default.
• W4313478594 hasLocation W43134785945 @default.
• W4313478594 hasLocation W43134785946 @default.
• W4313478594 hasOpenAccess W4313478594 @default.
• W4313478594 hasPrimaryLocation W43134785941 @default.
• W4313478594 hasRelatedWork W159684413 @default.
• W4313478594 hasRelatedWork W1982669725 @default.
• W4313478594 hasRelatedWork W1985770928 @default.
• W4313478594 hasRelatedWork W2058166223 @default.
• W4313478594 hasRelatedWork W2146284271 @default.
• W4313478594 hasRelatedWork W2201646840 @default.
• W4313478594 hasRelatedWork W2412659219 @default.
• W4313478594 hasRelatedWork W2529287984 @default.

• next