An Introduction to the Mathematical Theory of Dynamic Materials
(Sprache: Englisch)
This book has emerged from the study of a new concept in material science that has been realized about a decade ago. Before that, I had been working for more than 20 years on conventional composites assembled in space and therefore adjusted to optimal...
Jetzt vorbestellen
versandkostenfrei
Buch (Gebunden)
109.99 €
- Lastschrift, Kreditkarte, Paypal, Rechnung
- Kostenlose Rücksendung
- Ratenzahlung möglich
Produktdetails
Produktinformationen zu „An Introduction to the Mathematical Theory of Dynamic Materials “
Klappentext zu „An Introduction to the Mathematical Theory of Dynamic Materials “
This book has emerged from the study of a new concept in material science that has been realized about a decade ago. Before that, I had been working for more than 20 years on conventional composites assembled in space and therefore adjusted to optimal material design in statics. The reason for that adjustmentisthatsuchcompositesappearedtobecomenecessaryparticipants in almost any optimal material design related to a state of equilibrium. A theoretical study of conventional composites has been very extensive over a long period of time. It received stimulation through many engineering applications, and some of the results have become a part of modern industrial technology. But again, the ordinary composites are all about statics, or, at the utmost, are related to control over the free vibration modes, a situation conceptually close to a static equilibrium. The world of dynamics appears to be quite di?erent in this aspect. When it comes to motion, the immovable material formations distributed in space alone become insu?cient as the elements of design because they are incapable of getting fully adjusted to the temporal variation in the environment. To be able to adequately handle dynamics, especially the wave motion, the material medium must itself be time dependent, i.e. its material properties should vary in space and time alike. Any substance demonstrating such variation has been termed a dynamic material [1].
Inhaltsverzeichnis zu „An Introduction to the Mathematical Theory of Dynamic Materials “
- Preface- A General Concept of Dynamic Materials
- An Activated Elastic Bar: Effective Properties
- Dynamic Materials in Electrodynamics of Moving
- G-Closures of a Set of Isotropic Dielectrics with Respect to One-Dimensional Wave Propagation
- Rectangular Microstructures in Space-Time
- Some Applications of Dynamic Materials in Electrical Engineering and Optimal Design
- Appendix 1
- Appendix 2
- Appendix 3
- Appendix 4
- Index
Bibliographische Angaben
- Autor: Konstantin A. Lurie
- 2007, XVIII, 182 Seiten, 70 Abbildungen, Maße: 16,4 x 24,4 cm, Gebunden, Englisch
- Verlag: Springer, Berlin
- ISBN-10: 038738278X
- ISBN-13: 9780387382784
Sprache:
Englisch
Rezension zu „An Introduction to the Mathematical Theory of Dynamic Materials “
From the reviews:"The author introduces the concept of dynamic or time-dependent materials in mechanical and electromagnetic context in order to study varying environmental conditions and changing properties, structures or compositions of materials both in space and time. ... In total, the monograph seems to be a pioneering step in establishing the mathematical theory of dynamic materials, and without chapter problems, computer programs and design projects, which is desirable for normal classroom use, it may basically be of interest to researchers and engineers." (M. Cengiz Dökmeci, Zentralblatt MATH, Vol. 1125 (2), 2008)"Lurie proposes to consider in a dynamical framework materials that present inhomogeneties in both space and time. ... an introduction to a field of continuum physics that may find unexpected developments in some of the newly designed materials that involve small sizes and short wavelength dynamical phenomena. ... It is highly recommended to all those wondering what is new in the field. It should also open new horizons to most of its readers." (Gérard A. Maugin, Mathematical Reviews, Issue 2008 b)
Pressezitat
This book is the first monograph presenting an explicit account of a new material concept: it introduces and explores formations with parameters variable in both space and time and therefore called dynamic materials (DM). Being thermodynamically open systems, DM may be adjusted to a dynamic environment due to unusual effects produced by their mass/momentum/energy exchange with the environment. A number of such effects forms a basis for technical devices that support energy accumulation and its storage in traveling waves, effective sensing, isolation of extended domains in space-time from the invasion of dynamic disturbances, etc. The DM concept is at the same time theoretically significant as the means of material optimization and design in dynamics based on the ideas conceptually different from those traditionally applicable in statics, such as homogenization. All in all, the book by Lurie represents a fundamental work that will become a source of novel conceptual ideas and engineering applications. (Iliya I. Blekhman, Materials Physics and Mechanics 11 (2011), pp. 190-193)Kommentar zu "An Introduction to the Mathematical Theory of Dynamic Materials"
Schreiben Sie einen Kommentar zu "An Introduction to the Mathematical Theory of Dynamic Materials".
Kommentar verfassen