Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Eshelbys_inclusion> ?p ?o }
Showing triples 1 to 37 of
37
with 100 triples per page.
- Eshelbys_inclusion abstract "In continuum mechanics, the term Eshelby's inclusion or Eshelby's inclusion problems refers to a set of problems involving ellipsoidal elastic inclusions in an infinite elastic body. Analytical solutions to these problems were first devised by John D. Eshelby in 1957.Eshelby started with a thought experiment on the possible stress, strain, and displacement fields in a linear elastic body containing an inclusion. In particular, he considered the situation in which the inclusion has undergone a transformation (such as twinning or localized thermal expansion) but its change in shape and size are restricted because of the surrounding material. In that situation, the inclusion and the surrounding material remains in a stressed state. Also the strain states in the body and the inclusion are potentially inhomogeneous and complicated. Eshelby found that the resulting elastic field can be found using a \"sequence of imaginary cutting, straining and welding operations.\" Eshelby's finding that the strain and stress field inside the ellipsoidal inclusion is uniform and has a closed-form solution, regardless of the material properties and initial transformation strain (also called the eigenstrain), has spawned a large amount of work in the mechanics of composites.".
- Eshelbys_inclusion thumbnail Inclusion_plain.svg?width=300.
- Eshelbys_inclusion wikiPageID "39866230".
- Eshelbys_inclusion wikiPageLength "2650".
- Eshelbys_inclusion wikiPageOutDegree "20".
- Eshelbys_inclusion wikiPageRevisionID "611570949".
- Eshelbys_inclusion wikiPageWikiLink Category:Continuum_mechanics.
- Eshelbys_inclusion wikiPageWikiLink Category:Elasticity_(physics).
- Eshelbys_inclusion wikiPageWikiLink Cauchy_stress_tensor.
- Eshelbys_inclusion wikiPageWikiLink Closed-form_expression.
- Eshelbys_inclusion wikiPageWikiLink Composite_material.
- Eshelbys_inclusion wikiPageWikiLink Continuum_mechanics.
- Eshelbys_inclusion wikiPageWikiLink Crystal_twinning.
- Eshelbys_inclusion wikiPageWikiLink Displacement_(vector).
- Eshelbys_inclusion wikiPageWikiLink Eigenstrain.
- Eshelbys_inclusion wikiPageWikiLink Elasticity_(physics).
- Eshelbys_inclusion wikiPageWikiLink Ellipsoid.
- Eshelbys_inclusion wikiPageWikiLink Inclusion_(mineral).
- Eshelbys_inclusion wikiPageWikiLink Infinitesimal_strain_theory.
- Eshelbys_inclusion wikiPageWikiLink John_D._Eshelby.
- Eshelbys_inclusion wikiPageWikiLink Linear_elasticity.
- Eshelbys_inclusion wikiPageWikiLink Micromechanics.
- Eshelbys_inclusion wikiPageWikiLink Proceedings_of_the_Royal_Society.
- Eshelbys_inclusion wikiPageWikiLink File:Inclusion_plain.svg.
- Eshelbys_inclusion wikiPageWikiLinkText "Eshelby's inclusion".
- Eshelbys_inclusion wikiPageUsesTemplate Template:Citation.
- Eshelbys_inclusion wikiPageUsesTemplate Template:Reflist.
- Eshelbys_inclusion subject Category:Continuum_mechanics.
- Eshelbys_inclusion subject Category:Elasticity_(physics).
- Eshelbys_inclusion comment "In continuum mechanics, the term Eshelby's inclusion or Eshelby's inclusion problems refers to a set of problems involving ellipsoidal elastic inclusions in an infinite elastic body. Analytical solutions to these problems were first devised by John D. Eshelby in 1957.Eshelby started with a thought experiment on the possible stress, strain, and displacement fields in a linear elastic body containing an inclusion.".
- Eshelbys_inclusion label "Eshelby's inclusion".
- Eshelbys_inclusion sameAs Q17010929.
- Eshelbys_inclusion sameAs m.0w68rj1.
- Eshelbys_inclusion sameAs Q17010929.
- Eshelbys_inclusion wasDerivedFrom Eshelbys_inclusion?oldid=611570949.
- Eshelbys_inclusion depiction Inclusion_plain.svg.
- Eshelbys_inclusion isPrimaryTopicOf Eshelbys_inclusion.
