M- and Mc-Integrals for Multicracked Problems in Three Dimensions: Fid-Bau Portal

Fachinformationsdienst BAUdigital

Eine Plattform für die Wissenschaft: Bauingenieurwesen, Architektur und Urbanistik

M- and Mc-Integrals for Multicracked Problems in Three Dimensions

Chang, J. H. / Kang, Y. C. / Chung, L. G.

Abstract

A problem-invariant $M_{c}$ -integral is proposed as an energy parameter for describing the degradation of structural integrity caused by irreversible evolution of multiple cracks in three-dimensional (3D) elastic solids. The physical meaning for 3D $M_{c}$ , which is related to the surface energy corresponding to creation of the cracks, does not hold in the same manner as that for two-dimensional (2D) $M_{c}$ and needs to be properly reformulated. Also, the 3D integration is shown to be surface-independent in a modified sense. With this property, by choosing a closed surface remote from the crack fronts, the 3D $M_{c}$ can then be accurately evaluated with finite-element (FE) solutions even when the near-front areas are not simulated with very fine grids.

Zugriff

Zugriff prüfen

Verfügbarkeit in meiner Bibliothek prüfen

Bestellung bei Subito €

Seitennavigation

Dokumentinformationen

Ähnliche Titel

Exportieren, teilen und zitieren

M- and Mc-Integrals for Multicracked Problems in Three Dimensions

Chang, J. H. / Kang, Y. C. / Chung, L. G.

Abstract

A problem-invariant $M_{c}$ -integral is proposed as an energy parameter for describing the degradation of structural integrity caused by irreversible evolution of multiple cracks in three-dimensional (3D) elastic solids. The physical meaning for 3D $M_{c}$ , which is related to the surface energy corresponding to creation of the cracks, does not hold in the same manner as that for two-dimensional (2D) $M_{c}$ and needs to be properly reformulated. Also, the 3D integration is shown to be surface-independent in a modified sense. With this property, by choosing a closed surface remote from the crack fronts, the 3D $M_{c}$ can then be accurately evaluated with finite-element (FE) solutions even when the near-front areas are not simulated with very fine grids.

M- and Mc-Integrals for Multicracked Problems in Three Dimensions

Chang, J. H. / Kang, Y. C. / Chung, L. G.

Abstract

A problem-invariant $M_{c}$ -integral is proposed as an energy parameter for describing the degradation of structural integrity caused by irreversible evolution of multiple cracks in three-dimensional (3D) elastic solids. The physical meaning for 3D $M_{c}$ , which is related to the surface energy corresponding to creation of the cracks, does not hold in the same manner as that for two-dimensional (2D) $M_{c}$ and needs to be properly reformulated. Also, the 3D integration is shown to be surface-independent in a modified sense. With this property, by choosing a closed surface remote from the crack fronts, the 3D $M_{c}$ can then be accurately evaluated with finite-element (FE) solutions even when the near-front areas are not simulated with very fine grids.

Zugriff

Zugriff prüfen

Verfügbarkeit in meiner Bibliothek prüfen

Bestellung bei Subito €

Seitennavigation

Dokumentinformationen

Ähnliche Titel

Exportieren, teilen und zitieren

Dokumentinformationen

Titel:

M- and Mc-Integrals for Multicracked Problems in Three Dimensions

Beteiligte:

Chang, J. H. (Autor:in) / Kang, Y. C. (Autor:in) / Chung, L. G. (Autor:in)

Erschienen in:

Journal of Engineering Mechanics ; 139 ; 1874-1880

Erscheinungsdatum:

15.02.2013

Format / Umfang:

72013-01-01 pages

ISSN:

0733-9399 , 1943-7889

DOI:

https://doi.org/10.1061/(ASCE)EM.1943-7889.0000605

Medientyp:

Aufsatz (Zeitschrift)

Format:

Elektronische Ressource

Sprache:

Englisch

Ähnliche Titel

M- and Mc-Integrals for Multicracked Problems in Three Dimensions

Chang, J. H. | Online Contents | 2013

Hydrodynamic Problems in Three Dimensions

Hubbard, P. G. / Ling, S. C. | ASCE | 2021

Hydrodynamic problems in three dimensions

Hubbard, P.G. / Ling, S.C. | Engineering Index Backfile | 1952

Quaternions, Evaluation of Integrals and Boundary Value Problems

Fokas, A.S. / Pinotsis, D.A. | British Library Online Contents | 2007

Treating mixed-mode problems with path-independent integrals

Kienzler, R. / Rohde, L. / Schröder, R. et al. | British Library Online Contents | 2010