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Advances in Doublet Mechanics (Lecture Notes in Physics Monographs, 45) [Pape...
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Specificaties
- Objectstaat
- Brand
- Springer
- MPN
- 8 black & white illustrations, biography
- ISBN
- 3662141671
- ISBN10
- 3662141671
- ISBN13
- 9783662141670
- EAN
- 9783662141670
Over dit product
Product Identifiers
Publisher
Springer Berlin / Heidelberg
ISBN-10
3662141671
ISBN-13
9783662141670
eBay Product ID (ePID)
203395501
Product Key Features
Number of Pages
Xvi, 216 Pages
Language
English
Publication Name
Advances in Double T Mechanics
Publication Year
2014
Subject
Materials Science / General, Physics / Condensed Matter, Mechanics / General, Topology
Type
Textbook
Subject Area
Mathematics, Technology & Engineering, Science
Series
Lecture Notes in Physics Monographs
Format
Trade Paperback
Dimensions
Item Weight
12.9 Oz
Item Length
9.3 in
Item Width
6.1 in
Additional Product Features
Intended Audience
Scholarly & Professional
Dewey Edition
21
Series Volume Number
45
Number of Volumes
1 vol.
Illustrated
Yes
Dewey Decimal
531
Table Of Content
to Doublet Mechanics.- Doublet Thermomechanics.- Multi-component Constitutive Equations.- Comparison with Other Theories.- Multi-scale, Plane Waves.- Reflection of Plane Waves.- Surface Waves -- Difference Equations.- Isotropic Plane Elastostatics.- Multi-scale Solutions.- A New Direction: Nanotubes.
Synopsis
The book features the first complete presentation of doublet mechanics, a recent approach to the mechanics of solids that is multi-scale in nature and, thus, is applicable to many problems that have been proven intractable by the conventional methods of continuum mechanics and lattice systems., In 1991, my newly formed researchgroupat Berkeley was working intensely in the area of continuum-level constitutive relationships that could be obtained in a deductive mannerfrom microstructuralinformationthroughthemethods of homogenization theory. Of particular interest was the application of such methods to structural problems in the blossoming field of micromechanical devices. In this context it was becoming evident that we needed to learn to navigate through the continuum/discrete interface. Such were the circumstances when Vladimir Granik came to visit us at Berkeley for the first time. It is probably not surprising that we received with great enthusiasm his offer to join forces and develop a mechanics .of solid structures that would be based on a discrete representation of matter. Vladimir had established the foundations for such an endeavor with his work at Moscow University in the late 1970s. Since that first meeting, and with ever-increasing enthusiasm, it has been a great privilege for me to collaborate with Vladimir. We first applied the formalism of what has become known as "doublet mechanics" to the microstructure-based theory of failure of solids and worked on the paral lels and differences between the doublet approach and homogenization, to gether with Kevin Mon and Derek Hansford. Plane elastodynamics followed after Francesco Maddalena had proposed doublet viscoelesticity. The consti tutive relationships in doublet mechanics were laid on a firm thermodynami cal foundation through the work of Kevin Mon, while Miqin Zhang analyzed free boundary effects on multi-scale plane elastic waves in discrete domains., In 1991, my newly formed researchgroupat Berkeley was working intensely in the area of continuum-level constitutive relationships that could be obtained in a deductive mannerfrom microstructuralinformationthroughthemethods of homogenization theory. Of particular interest was the application of such methods to structural problems in the blossoming field of micromechanical devices. In this context it was becoming evident that we needed to learn to navigate through the continuum/discrete interface. Such were the circumstances when Vladimir Granik came to visit us at Berkeley for the first time. It is probably not surprising that we received with great enthusiasm his offer to join forces and develop a mechanics .of solid structures that would be based on a discrete representation of matter. Vladimir had established the foundations for such an endeavor with his work at Moscow University in the late 1970s. Since that first meeting, and with ever-increasing enthusiasm, it has been a great privilege for me to collaborate with Vladimir. We first applied the formalism of what has become known as "doublet mechanics" to the microstructure-based theory of failure of solids and worked on the paral- lels and differences between the doublet approach and homogenization, to- gether with Kevin Mon and Derek Hansford. Plane elastodynamics followed after Francesco Maddalena had proposed doublet viscoelesticity. The consti- tutive relationships in doublet mechanics were laid on a firm thermodynami- cal foundation through the work of Kevin Mon, while Miqin Zhang analyzed free boundary effects on multi-scale plane elastic waves in discrete domains.
LC Classification Number
QC120-168.85
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