J-Integral and its Dual Form Based on Finite Deformation Theory

Zong Min Liu; Ji Ze Mao; Hai Yan Song

doi:10.4028/www.scientific.net/KEM.525-526.313

Paper Titles

Analysis of Crack Tip Field in Materials with Creep Behavior
p.297

The Conservation Laws and Path-Independent Integrals for Piezo-Magnetic Media
p.301

Scattering of Anti-Plane SH-Wave by Multiple Cylindrical Inclusions in Elastic Semi-Space
p.305

Multiscale Simulation of the Size Effect of Nano-Indentation
p.309

J-Integral and its Dual Form Based on Finite Deformation Theory
p.313

Study on the Diffusion Coefficient in NGS under Low Tensile Stress
p.317

Pressureless Sintering and Properties of Boron Carbide-Titanium Diboride Composites by In Situ Reaction
p.321

Galvanic Corrosion of Titanium/Cu-Ni Alloy/High Strength Steel Multiphase Material System in Seawater
p.325

Wear Failure Behavior of Steel Surface with Palygorskite Powders as Lubricant Additives
p.329

HomeKey Engineering MaterialsKey Engineering Materials Vols. 525-526J-Integral and its Dual Form Based on Finite...

J-Integral and its Dual Form Based on Finite Deformation Theory

Abstract:

In general, there are large strains and displacements on the crack tip. So it is necessary to study-integral and its dual form based on finite deformation theory. Base forces theory is a new theory for describing finite deformation. -integral and its dual form based on base forces theory are presented in the paper. This work provides theoretical foundation for studying crack propagation.

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Periodical:

Key Engineering Materials (Volumes 525-526)

Pages:

313-316

DOI:

https://doi.org/10.4028/www.scientific.net/KEM.525-526.313

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Online since:

November 2012

Authors:

Zong Min Liu, Ji Ze Mao, Hai Yan Song

Keywords:

Dual Form, Finite Deformation, Ĵ-Integral

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