Energy Methods in Applied Mechanics
by: Henry L. Langhaar
Product Details
- Hardcover: 364 pages
- Publisher: Krieger Pub Co; 2nd edition (March 1989)
- Language: English
- ISBN-10: 0894643649
- ISBN-13: 978-0894643644
- 3,09 MB , djvu
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Mechanics of Periodically Heterogeneous Structures
by: L.I. Manevitch , I.V. Andrianov , V.G. Oshmyan
Book Description
April 27, 2010
3642074898 978-3642074899 Softcover reprint of hardcover 1st ed.
2002
Rigorous presentation of
Mathematical Homogenization Theory is the subject of numerous publications.
This book, however, is intended to fill the gap in the analytical and numerical
performance of the corresponding asymptotic analysis of the static and dynamic
behaviors of heterogenous systems. Numerous concrete applications to composite
media, heterogeneous plates and shells are considered. A lot of details,
numerical results for cell problem solutions, calculations of high-order terms
of asymptotic expansions, boundary layer analysis etc., are included.
Product Details
- Paperback: 266 pages
- Publisher: Springer; Softcover reprint of hardcover 1st ed. 2002 edition (April 27, 2010)
- Language: English
- ISBN-10: 3642074898
- ISBN-13: 978-3642074899
- 3,26 Mo , djvu
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Continuum Mechanics for Engineers, 2nd Edition
by: G. Thomas Mase , George E. Mase
Book Description
June 18, 1999
0849318556 978-0849318559 2
The second
edition of this popular text continues to provide a solid, fundamental
introduction to the mathematics, laws, and applications of continuum mechanics.
With the addition of three new chapters and eight new sections to existing
chapters, the authors now provide even better coverage of continuum mechanics
basics and focus even more attention on its applications.
Beginning with the basic mathematical tools needed-including matrix methods and the algebra and calculus of Cartesian tensors-the authors develop the principles of stress, strain, and motion and derive the fundamental physical laws relating to continuity, energy, and momentum. With this basis established, they move to their expanded treatment of applications, including linear and nonlinear elasticity, fluids, and linear viscoelasticity
Mastering the contents of Continuum Mechanics: Second Edition provides the reader with the foundation necessary to be a skilled user of today's advanced design tools, such as sophisticated simulation programs that use nonlinear kinematics and a variety of constitutive relationships. With its ample illustrations and exercises, it offers the ideal self-study vehicle for practicing engineers and an excellent introductory text for advanced engineering students.
Beginning with the basic mathematical tools needed-including matrix methods and the algebra and calculus of Cartesian tensors-the authors develop the principles of stress, strain, and motion and derive the fundamental physical laws relating to continuity, energy, and momentum. With this basis established, they move to their expanded treatment of applications, including linear and nonlinear elasticity, fluids, and linear viscoelasticity
Mastering the contents of Continuum Mechanics: Second Edition provides the reader with the foundation necessary to be a skilled user of today's advanced design tools, such as sophisticated simulation programs that use nonlinear kinematics and a variety of constitutive relationships. With its ample illustrations and exercises, it offers the ideal self-study vehicle for practicing engineers and an excellent introductory text for advanced engineering students.
Editorial Reviews
Review
This volume
offers something to engineers in all fields as an introduction to a wide
variety of engineering topics. It's a good way to get into a field you might
not know much about.
- Kansas State University Press Release
- Kansas State University Press Release
Product Details
- Hardcover: 400 pages
- Publisher: CRC Press; 2 edition (June 18, 1999)
- Language: English
- ISBN-10: 0849318556
- ISBN-13: 978-0849318559
- 4,60 Mo , pdf
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Material Inhomogeneities in Elasticity
by: G.A. Maugin
Book Description
July 1, 1993
0412495201 978-0412495205 1
Self
contained, this book presents a thorough introduction to the complementary
notions of physical forces and material (or configurational) forces. All the
required elements of continuum mechanics, deformation theory and differential
geometry are also covered. This book will be a great help to many, whilst revealing
to others a rather new facet of continuum mechanics in general, and elasticity
in particular. An organized exposition of continuum mechanics on the material
manifold is given which allows for the consideration of material
inhomogeneities in their most appropriate framework. In such a frame the
nonlinear elasticity of anisotropic inhomogenous materials appears to be a true
field theory. Extensions to the cases of electroelasticity and magnetelasticity
are then straightforward. In addition, this original approach provides
systematic computational means for the evaluation of characteristic parameters
which are useful in various branches of applied mechanics and mathematical
physics. This is the case for path-independent integrals and energy-release
rates in brittle fracture, the influence of electromagnetic fields on fracture
criteria (such as in ceramics), the notion of momentum of electromagnetic
fields in matter in optics, and the perturbation of solitons propagating in
elastic dispersive systems.
Product Details
- Hardcover: 280 pages
- Publisher: Chapman and Hall/CRC; 1 edition (July 1, 1993)
- Language: English
- ISBN-10: 0412495201
- ISBN-13: 978-0412495205
- 2,88 MB , djvu
Nonlinear Waves in Elastic Crystals
by: Gerard Maugin
Book Description
0198534841 978-0198534846
The
mathematical modelling of changing structures in materials is of increasing
importance to industry where applications of the theory are found in subjects
as diverse as aerospace and medicine. This book deals with aspects of the
nonlinear dynamics of deformable ordered solids (known as elastic crystals)
where the nonlinear effects combine or compete with each other. Physical and
mathematical models are discused and computational aspects are also included.
Different models are considered - on discrete as well as continuum scales -
applying heat, electricity, or magnetism to the crystal structure and these are
analysed using the equations of rational mechanics. Students are introduced to
the important equations of nonlinear science that describe shock waves,
solitons and chaos and also the non-exactly integrable systems or partial
differential equations. A large number of problems and examples are included,
many taken from recent research and involving both one-dimensional and
two-dimensional problems as well as some coupled degress of freedom.
Editorial Reviews
Review
"This book presents various aspects of nonlinear propagation in elastic crystals. . . The book clearly shows the great expertise of its author in a broad range of different topics. This is clearly demonstrated by the following (nonexhaustive) list of topics considered: lattices, elasticity and anelasticity, electroelasticity, ferromagnets, elastic chains, crystals with microstructure, martensitic phase transitions, surface waves and thermoelasticity. the book largely reflects various aspects of research work by the author. . .This is a very original and interesting book which will mainly be useful to researchers in the filed of nonlinear waves in solids because it presents a very broad survey of different types of nonlinear dispersive wave occurring in crystals and of their modelization."--Mathematical Reviews
About the Author
Gerard
Maugin is at Universite Pierre et Marie Curie and CNRS, Paris.
Product Details
- Hardcover: 320 pages
- Publisher: Oxford University Press, USA (January 20, 2000)
- Language: English
- ISBN-10: 0198534841
- ISBN-13: 978-0198534846
- 3,19 MB , djvu
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The Thermomechanics of Plasticity and Fracture
by: Gerard A. Maugin
Book Description
June 26, 1992
Cambridge Texts in Applied
Mathematics (Book 7)
This book
concentrates on the mathematical theory of plasticity and fracture, and
presents it in a thermomechanical framework. It follows the macroscopic,
phenomenological approach, which proposes equations abstracted from generally
accepted experimental facts, studies the adequacy of the consequences drawn
from these equations to those facts, and then provides useful tools for
designers and engineers. Many examples of plasticity and fracture are
presented, and each chapter concludes with problems for students.
Editorial Reviews
Review
"One
could characterize the style of the book as 'robust'. It has obvious
pedagogical appeal. In the introduction the author expresses his hope that the
book will find its place both on the student's shelf and in the professional
scientist's office. The reviewer strongly recommends that." Miroslav
Silhavy, Mathematical Reviews
Book Description
This volume
concentrates on the mathematical theory of plasticity and fracture, and
presents it in a thermomechanical framework. Many examples of plasticity and
fracture are presented, and each chapter concludes with problems for students.
Product Details
- Paperback: 372 pages
- Publisher: Cambridge University Press (June 26, 1992)
- Language: English
- ISBN-10: 0521397804
- ISBN-13: 978-0521397803
- 2,52 MB , djvu
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http://www.mediafire.com/download/lo5awybydka6avc/Maugin_G.A._The_thermomechanics_of_plasticity_and_fracture_(CUP%2C_1992)(ISBN_0521394767)(300dpi)(K)(T)(368s).djvu
The Theory of Elastic Waves and Waveguides
by: J. Miklowitz
Product Details
- Paperback: 639 pages
- Publisher: Elsevier Science Ltd (June 1984)
- Language: English
- ISBN-10: 0444875131
- ISBN-13: 978-0444875136
- 7,75 MB , djvu
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Finite Deformation of an Elastic Solid
by: F D Murnaghan
Product Details
- Hardcover
- Publisher: Dover Publications (1967)
- ASIN: B007HEJVOS
- 1,30 MB , djvu
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