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Books, Free Shipping, Continuum Damage Mechanics And Numerical Applications

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Product Description:

The progress of failure in metals, under various loading conditions, is as-sumed

to involve the degradation of a structure due to nucleation and growthof defects, such as microvoids and microcracks, and their coalescence intomacrocracks. This process, generically termed damage, was first used to pre-dict material failure and rupture in-service in an elevated condition. Although damage mechanics provides a measure of material degradation on a microme-chanics scale, the damage variables are introduced to reflect average materialdegradation on a macromechanics scale and thus continuum damage mechan-ics (CDM) was developed. In the micro-cracking of materials under differentstress conditions, damage is regarded as the progressive degradation. This ma-terial degradation is reflected in the non-linear behaviour of the structures.Non-linear analysis based on CDM provides conservative and realistic results.Since the pioneering work of Kachanov in 1958, continuum damage mechan-ics has been widely accepted to describe progressive failure due to materialdegradation. The reason for its popularity is as much the intrinsic simplic-ity and versatility of the approach, as well as its consistency based on thetheory of the thermodynamics of irreversible processes. When the crack pro-files are not known a priori, the continuum damage mechanics approaches arecomputationally very attractive. CDM is a very applicable and rapidly de-veloping discipline. Now many papers are published and several internationalconferences, e.g., IUTAM-Symposia or EUROMECH-Colloquia, take place.Furthermore, a special International Journal of Damage Mechanics stressesthe importance of this branch of solid mechanics.

Editor’s Recommendations:

Continuum Damage Mechanics and Numerical Applications presentsa systematic development of the theory of Continuum DamageMechanics and its numerical engineering applications using a unifiedform of the mathematical formulations in anisotropic and isotropicdamage models. The theoretical framework is based on thethermodynamic theory of energy and material dissipation and isdescribed by a set of fundamental formulations of constitutiveequations of damaged materials, development equations of thedamaged state, and evolution equations of micro-structures.According to concepts of damage-dissipation of the material stateand effective evolution of material properties, all these advancedequations, which take nonsymmetrized effects of damage aspectsinto account, are developed and modified from the traditionalgeneral failure models so they are more easily applied and verified ina wide range of engineering practices by experimental testing.


1 Introduction

2 Review of Damage Mechanics

3 Basis of Isotropic Damage Mechanics

4 Isotropic Elasto-Plastic Damage Mechanics

5 Basis of Anisotropic Damage Mechanics

6 Brittle Damage Mechanics of Rock Mass

7 Anisotropic Elasto-plastic Damage Mechanics

8 Theory of Visco-elasto-plastic Damage Mechanics

9 Dynamic Damage Problems of Damaged Materials


Product Details

Author Zhang Wohua

Publisher Zhejiang University Press

Isbn 9787308065894

Published May 2010

Pages 923

Size 16K

Edition First

Format Paperback

Language English

Page material gelatine plate paper

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