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Continuum Mechanics of Anisotropic Materials || Basic Continuum Kinematics

✍ Scribed by Cowin, Stephen C.


Book ID
120404831
Publisher
Springer New York
Year
2012
Tongue
English
Weight
672 KB
Edition
2013
Category
Article
ISBN
146145025X

No coin nor oath required. For personal study only.

✦ Synopsis


Continuum Mechanics of Anisotropic Materials(CMAM) presents an entirely new and unique development of material anisotropy in the context of an appropriate selection and organization of continuum mechanics topics. These features will distinguish this continuum mechanics book from other books on this subject. Textbooks on continuum mechanics are widely employed in engineering education, however, none of them deal specifically with anisotropy in materials. For the audience of Biomedical, Chemical and Civil Engineering students, these materials will be dealt with more frequently and greater accuracy in their analysis will be desired. Continuum Mechanics of Anisotropic Materials' author has beenΒ a leaderΒ in the field of developing new approaches for the understanding of anisotropic materials.


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Continuum Mechanics of Anisotropic Mater
✍ Cowin, Stephen C. πŸ“‚ Article πŸ“… 2012 πŸ› Springer New York 🌐 English βš– 668 KB

Continuum Mechanics of Anisotropic Materials(CMAM) presents an entirely new and unique development of material anisotropy in the context of an appropriate selection and organization of continuum mechanics topics. These features will distinguish this continuum mechanics book from other books on this

Continuum Mechanics of Anisotropic Mater
✍ Cowin, Stephen C. πŸ“‚ Article πŸ“… 2012 πŸ› Springer New York 🌐 English βš– 646 KB

Continuum Mechanics of Anisotropic Materials(CMAM) presents an entirely new and unique development of material anisotropy in the context of an appropriate selection and organization of continuum mechanics topics. These features will distinguish this continuum mechanics book from other books on this

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It is shown that any type of material damage that causes sti}ness degradation in general requires description by an eighth order damage tensor but that the principle of strain equivalence permits a reduction to a tensor of order four[ The actual number of independent damage parameters in such a tens