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Microporomecha
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- Buy It NowMicroporomechanics - Hardcover, by Dormieux Luc Kondo Djimedo Ulm - Good
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Located in: Philadelphia, Pennsylvania, United States
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eBay item number:125606583478
Item specifics
- Condition
- Book Title
- Microporomechanics
- ISBN
- 9780470031889
- Item Length
- 9.9in
- Publisher
- Wiley & Sons, Incorporated, John
- Publication Year
- 2006
- Type
- Textbook
- Format
- Hardcover
- Language
- English
- Item Height
- 1in
- Genre
- Technology & Engineering, Science
- Topic
- Materials Science / General, Physics / Condensed Matter
- Item Width
- 6.9in
- Item Weight
- 27.1 Oz
- Number of Pages
- 352 Pages
About this product
Product Information
Microporomechanics encapsulates the study of the micromechanics of porous media. Porosity is the most prominent heterogeneous property of all natural and most engineered composite materials, and is key to the understanding and prediction of macroscopic materials behaviour. As new experimental techniques such as nanoindentation now provide unprecedented access to micromechanical properties and morphologies of materials, it becomes possible to trace these features from the nanoscale to the macroscale of day-to-day engineering applications, and predict transport properties, stiffness, strength and deformation behaviours within a consistent framework of microporomechanics. Authored by recognised leading experts in the field of microporomechanics Introduces high quality landmark research that proposes a new framework for the description of the behaviour of porous materials Composed of a logical and didactic build-up from fundamental concepts to state-of-the-art theory Synergises the disparate subject areas of poromechanics and micromechanics Includes a variety of original problem sets that provide a hands-on application of the homogenization theories to specific materials configuration Microporomechanics provides a first introduction to the micromechanics of porous media, and offers an invaluable resource for academic and industrial research scientists and engineers. It will also appeal to graduate students in biomechanics and bioengineering, civil and environmental engineering, geophysics and geomechanics, materials science, and engineering related to petroleum and gas exploration.
Product Identifiers
Publisher
Wiley & Sons, Incorporated, John
ISBN-10
0470031883
ISBN-13
9780470031889
eBay Product ID (ePID)
52773459
Product Key Features
Format
Hardcover
Language
English
Topic
Materials Science / General, Physics / Condensed Matter
Publication Year
2006
Type
Textbook
Genre
Technology & Engineering, Science
Number of Pages
352 Pages
Dimensions
Item Length
9.9in
Item Height
1in
Item Width
6.9in
Item Weight
27.1 Oz
Additional Product Features
Lc Classification Number
Ta418.9.P6d67 2006
Publication Name
Microporomechanics
Table of Content
Preface. Notation. 1. A Mathematical Framework for Upscaling Operations. 1.1 Representative Elementary Volume (rev). 1.2 Averaging Operations. 1.3 Application to Balance Laws. 1.4 The Periodic Cell Assumption. PART I: MODELING OF TRANSPORT PHENOMENA. 2. Micro(fluid)mechanics of Darcy's Law. 2.1 Darcy's Law. 2.2 Microscopic Derivation of Darcy's law. 2.3 Training Set: Upper and Lower Bounds of the Permeability of a 2-D Microstructure. 2.4 Generalization: Periodic Homogenization Based on Double Scale Expansion. 2.5 Interaction Between Fluid and Solid Phase. 2.6 Beyond Darcy's (Linear) Law. 2.7 Appendix: Convexity of _(d). 3. Micro-to-Macro Diffusive Transport of a Fluid Component. 3.1 Fick's Law. 3.2 Di_usion Without Advection in Steady State Conditions. 3.3 Double Scale Expansion Technique. 3.4 Training Set: Multilayer Porous Medium. 3.5 Concluding Remarks. PART II: MICROPOROELASTICITY. 4. Drained Microelasticity. 4.1 1-D Thought Model: The Hollow Sphere. 4.2 Generalization. 4.3 Estimates of the Homogenized Elasticity Tensor. 4.4 Average and E_ective Strains in the Solid Phase. 4.5 Training Set: Molecular Di_usion in a Saturated Porous Medium. 5. Linear Microporoelasticity. 5.1 Loading Parameters. 5.2 1-D Thought Model: The Saturated Hollow Sphere Model. 5.3 Generalization. 5.4 Application: Estimates of the Poroelastic Constants and Average Strain Level. 5.5 Levin's Theorem in Linear Microporoelasticity. 5.6 Training Set: The Two-Scale Double-Porosity Material. 6. Eshelby's Problem in Linear Diffusion and Microporoelasticity. 6.1 Eshelby's Problem in Linear Diffusion. 6.2 Eshelby's Problem in Linear Microelasticity. 6.3 Implementation of Eshelby's Solution in Linear Microporoelasticity. 6.4 Instructive exercise: Anisotropy of Poroelastic Properties Induced by Flat Pores. 6.5 Training Set : New estimates of the homogenized diffusion tensor. 6.6 Appendix: Cylindrical Inclusion in an Isotropic Matrix. PART III: MICROPOROINELASTICITY. 7. Strength Homogenization. 7.1 1-D Thought Model: Strength Limits of the Saturated Hollow Sphere. 7.2 Macroscopic Strength of an Empty Porous Material. 7.3 Von Mises Behavior of the Solid Phase. 7.4 The Role of Pore Pressure on the Macroscopic Strength Criterion. 7.5 Non Linear Microporoelasticity. 8. Non-Saturated Microporoomechanics. 8.1 The E_ect of Surface Tension at the Fluid-Solid Interface. 8.2 Microporoelasticity in Unsaturated Conditions. 8.3 Training Set: Drying Shrinkage in a Cylindrical Pore Material System. 8.4 Strength Domain of Non-Saturated Porous Media. 9. Microporoplasticity . 9.1 1-D Thought Model: The Saturated Hollow Sphere. 9.2 State Equations of Microporoplasticity. 9.3 Macroscopic Plasticity Criterion. 9.4 Dissipation Analysis. 10. Microporofracture and Damage Mechanics. 10.1 Elements of Linear Fracture Mechanics. 10.2 Dilute Estimates of Linear Poroelastic Properties of Cracked Media. 10.3 Mori-Tanaka Estimates of Linear Poroelastic Properties of Cracked Media. 10.4 Micromechanics of Damage Propagation in Saturated Media. 10.5 Training Set: Damage Propagation in Undrained Conditions. 10.6 Appendix : Algebra for Transverse Isotropy and Applications. References. Index.
Copyright Date
2006
Lccn
2006-299261
Dewey Decimal
620.1/1692
Intended Audience
Scholarly & Professional
Dewey Edition
22
Illustrated
Yes
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