. .
Deutsch
Deutschland
Ähnliche Bücher
Weitere, andere Bücher, die diesem Buch sehr ähnlich sein könnten:
Suchtools
Anmelden

Anmelden mit Facebook:

Registrieren
Passwort vergessen?


Such-Historie
Merkliste
Links zu eurobuch.com

Dieses Buch teilen auf…
..?
Buchtipps
Aktuelles
Tipp von eurobuch.com
FILTER
- 0 Ergebnisse
Kleinster Preis: 139.05 EUR, größter Preis: 202.29 EUR, Mittelwert: 180.12 EUR
Self-Consistent Methods for Composites - Vol.2: Wave Propagation in Heterogeneous Materials - Kanaun, S.K.; Levin, V.
Vergriffenes Buch, derzeit bei uns nicht verfügbar.
(*)
Kanaun, S.K.; Levin, V.:

Self-Consistent Methods for Composites - Vol.2: Wave Propagation in Heterogeneous Materials - neues Buch

2008, ISBN: 1402069685

ID: 9781402069680

In englischer Sprache. Verlag: Springer Netherland, 1. Introduction; Self-consistent methods for scalar waves in composites; 2.1 Integral equations for scalar waves in a medium with isolated inclusions; 2.2 The effective field method; 2.3 The effective medium method; 2.3.1 Version I of the EMM; 2.3.2 Version I1 of the EMM; 2.3.3 Version I11 and nT of the EMM; 2.4 Notes; Electromagnetic waves in composites and polycrystals; 3.1 Integral equations for electromagnetic waves; 3.2 Version I of EMM for matrix composites; 3.3 One-particle EMM problems for spherical inclusions; 3.4 Asymptotic solutions of the EMM dispersion equation; 3.5 Numerical solution of the EMM dispersion equation; 3.6 Versions I1 and I11 of the EMM; 3.7 The effective field method; 3.8 One-particle EFM problems for spherical inclusions; 3.9 Asymptotic solutions of the EFM dispersion equation; 3.9.1 Long-wave asymptotics; 3.9.2 Short-wave asymptotics; 3.10 Numerical solution; 3.11 Comparison of version I of the EMM and the EFM; 3.12 Versions I, 11, and I11 of EMM; 3.13 Approximate solutions of one-particle problems; 3.13.1 Variational formulation of the diffraction problem for an isolated inclusion; 3.13.2 Plane wave approximation; 3.14 The EFM for composites with regular lattices of spherical inclusions; 3.15 Versions I and IV of EMM for polycrystals and granular materials; 3.16 Conclusion; 3.17 Notes; 4. Axial elastic shear waves in fiber reinforced composites; 4.1 Integral equations of the problem;4.2 The effective medium method; 4.3 The effective field method; 4.3.1 Integral equations for the local exciting fields; 4.3.2 The hypotheses of the EFM; 4.3.3 The dispersion equation of the EFM; 4.4 One-particle problems of EMM and EFM; 4.4.1 The one-particle problem of the EMM; 4.4.2 The one-particle problem of the EFM; 4.4.3 The scattering cross-section of a cylindrical fiber; 4.4.4 Approximate solution of the one-particle problem in the long-wave region; 4.5 Solutions of the dispersion equations in the long-wave region; 4.5.1 Long-wave asymptotic solution for EMM; 4.5.2 Long-wave asymptotic solution for EFM; 4.6 Short-wave asymptotics; 4.7 Numerical solutions of the dispersion equations; 4.8 Composites with regular lattices of cylindrical fibers; 4.9 Conclusion; 4.10 Notes; 5. Diffraction of long elastic waves by an isolated inclusion in a homogeneous medium; 5.1 The dynamic Green tensor for a homogeneous anisotropic medium; 5.2 Integral equations for elastic wave diffraction by an isolated inclusion; 5.3 Diffraction of long elastic waves by an isolated inclusion; 5.4 Diffraction of long elastic waves by a thin inclusion; 5.4.1 Thin soft inclusion; 5.4.2 Thin hard inclusion; 5.5 Diffraction of long elastic waves by a short axisymmetric fiber; 5.6 Total scattering cross-sections of inclusions; 5.6.1 An isolated inclusion; 5.6.2 Long range scattering cross-sections; 5.7 Notes; 6. Effective wave operator for a medium with random isolated inclusions; 6.1 Diffraction of elastic waves by a random set of ellipsoidal inclusions; 6.2 The Green function of the effective wave operator; 6.3 Velocities and attenuations of long elastic waves in matrix composites; 6.4 Long elastic waves in composites with random thin inclusions; 6.4.1 Isotropic elastic medium with random crack-like inclusions; 6.4.2 Isotropic elastic medium with a random set of hard disks; 6.5 Long elastic waves in composites with short hard fibers; 6.5.1 Random sets of fibers homogeneously distributed over orientations; 6.5.2 Random set of fibers of the same orientation; 6.6 Notes; 7. Elastic waves in a medium with spherical inclusions; 7.1 Version I of the EMM for elastic waves; 7.2 The one-particle problems of EMM; 7.2.1 Diffraction of a plane monochromatic wave by an isolated spherical inclusion; 7.2.2 An approximate solution of the one-particle problems in the long-wave region; 7.3 The dispersion equations of the EMM; 7.3.1 The EMM dispersion equation for longitudinal waves; 7.3.2 The EMM dispersion equation for transverse waves; PC-PDF, 302 Seiten, XIV Seiten, 302 Seiten, [GR: 9682 - Nonbooks, PBS / Technik/Maschinenbau, Fertigungstechnik], [SW: - Maschinenbau und Werkstoffe], [Ausgabe: 2008][PU:Springer Netherland], [PU: Springer]

Neues Buch Libreka.de
Libreka
Versandkosten:Versandkostenfrei innerhalb Österreichs (EUR 0.00)
Details...
(*) Derzeit vergriffen bedeutet, dass dieser Titel momentan auf keiner der angeschlossenen Plattform verfügbar ist.
Self-Consistent Methods for Composites - S.K. Kanaun
Vergriffenes Buch, derzeit bei uns nicht verfügbar.
(*)

S.K. Kanaun:

Self-Consistent Methods for Composites - neues Buch

2007, ISBN: 9781402069680

ID: 9781402069680

Vol.2: Wave Propagation in Heterogeneous Materials This second volume of this book is devoted to the problem of wave propagation in heterogeneous materials. Self-consistent methods are - veloped for the analysis of various modes of wave propagation in composite materials and polycrystals. Velocities and attenuation coe cients are c- culated of electromagnetic and elastic monochromatic waves propagating in matrix composite materials with random and regular microstructures, and in polycrystals. Predictions of the methods are compared with expreimental data and with exact solutions available in the literature. The volume contains few references to the rst volume of the book, and may be read independently. We thank Dr. Eugeny Pervago for help in calculations, and deeply appreciate the corrections and suggestions made by the Series Editor, Professor Graham Gladwell, in the revision of the manuscript. The - thors thank the Technological Institute of Higher Education of Monterrey (State of Mexico Campus), and Mexican Oil Institute, for supporting this book. Mexico, S.K. Kanaun August 2007 V.M. Levin Notations , ,C ,C ,.... Lower case Greek or Latin indices ij ijkl µ are tensorial = C Summation with respect to repeating ij ijkl kl indices is implied. 1 T = (T +T ) Parentheses in indices mean symmetrization. (ij)kl ijkl jikl 2 a,b,T or a,b,T,... Non-index notations for vectors and tensors. x,x Point and vector of a point in 3D(2D)-space. (a b a b ) Tensor product of vectors and tensors. i j a·b (a·b =a b ) Scalar product of vectors and tensors. Self-Consistent Methods for Composites: This second volume of this book is devoted to the problem of wave propagation in heterogeneous materials. Self-consistent methods are - veloped for the analysis of various modes of wave propagation in composite materials and polycrystals. Velocities and attenuation coe cients are c- culated of electromagnetic and elastic monochromatic waves propagating in matrix composite materials with random and regular microstructures, and in polycrystals. Predictions of the methods are compared with expreimental data and with exact solutions available in the literature. The volume contains few references to the rst volume of the book, and may be read independently. We thank Dr. Eugeny Pervago for help in calculations, and deeply appreciate the corrections and suggestions made by the Series Editor, Professor Graham Gladwell, in the revision of the manuscript. The - thors thank the Technological Institute of Higher Education of Monterrey (State of Mexico Campus), and Mexican Oil Institute, for supporting this book. Mexico, S.K. Kanaun August 2007 V.M. Levin Notations , ,C ,C ,.... Lower case Greek or Latin indices ij ijkl µ are tensorial = C Summation with respect to repeating ij ijkl kl indices is implied. 1 T = (T +T ) Parentheses in indices mean symmetrization. (ij)kl ijkl jikl 2 a,b,T or a,b,T,... Non-index notations for vectors and tensors. x,x Point and vector of a point in 3D(2D)-space. (a b a b ) Tensor product of vectors and tensors. i j a·b (a·b =a b ) Scalar product of vectors and tensors. Phase Wave composite material composite materials concrete crystal diffraction effective properties elastic waves electromagnetic wave electromagnetic waves granular material heterogeneous materials self-consistent methods C Optics and Elec, Springer Netherland

Neues Buch Rheinberg-Buch.de
Ebook, Englisch, Neuware Versandkosten:Ab 20¤ Versandkostenfrei in Deutschland, Sofort lieferbar, DE. (EUR 0.00)
Details...
(*) Derzeit vergriffen bedeutet, dass dieser Titel momentan auf keiner der angeschlossenen Plattform verfügbar ist.
Self-Consistent Methods for Composites - Vol.2: Wave Propagation in Heterogeneous Materials - Kanaun, S.K.; Levin, V.
Vergriffenes Buch, derzeit bei uns nicht verfügbar.
(*)
Kanaun, S.K.; Levin, V.:
Self-Consistent Methods for Composites - Vol.2: Wave Propagation in Heterogeneous Materials - neues Buch

2008

ISBN: 1402069685

ID: 9781402069680

In englischer Sprache. Verlag: Springer Netherland, This second volume of this book is devoted to the problem of wave propagation in heterogeneous materials. Self-consistent methods are - veloped for the analysis of various modes of wave propagation in composite materials and polycrystals. Velocities and attenuation coe?cients are c- culated of electromagnetic and elastic monochromatic waves propagating in matrix composite materials with random and regular microstructures, and in polycrystals. Predictions of the methods are compared with expreimental data and with exact solutions available in the literature. The volume contains few references to the ?rst volume of the book, and may be read independently. We thank Dr. Eugeny Pervago for help in calculations, and deeply appreciate the corrections and suggestions made by the Series Editor, Professor Graham Gladwell, in the revision of the manuscript. The - thors thank the Technological Institute of Higher Education of Monterrey (State of Mexico Campus), and Mexican Oil Institute, for supporting this book. Mexico, S.K. Kanaun August 2007 V.M. Levin Notations ? ,? ,C ,C ,.... Lower case Greek or Latin indices ij ?? ijkl ???µ are tensorial ? = C ? Summation with respect to repeating ij ijkl kl indices is implied. 1 T = (T +T ) Parentheses in indices mean symmetrization. (ij)kl ijkl jikl 2 a,b,T or a,b,T,... Non-index notations for vectors and tensors. x,x Point and vector of a point in 3D(2D)-space. ? (a?b?a b ) Tensor product of vectors and tensors. i j a·b (a·b =a b ) Scalar product of vectors and tensors. PC-PDF, 302 Seiten, XIV Seiten, 302 Seiten, [GR: 9682 - Nonbooks, PBS / Technik/Maschinenbau, Fertigungstechnik], [SW: - Maschinenbau und Werkstoffe], [Ausgabe: 2008][PU:Springer Netherland], [PU: Springer]

Neues Buch Libreka.de
Libreka
Versandkosten:zzgl. Versandkosten
Details...
(*) Derzeit vergriffen bedeutet, dass dieser Titel momentan auf keiner der angeschlossenen Plattform verfügbar ist.
Self-Consistent Methods for Composites - Kanaun, S.  K.;Levin, V.  M.
Vergriffenes Buch, derzeit bei uns nicht verfügbar.
(*)
Kanaun, S.  K.;Levin, V.  M.:
Self-Consistent Methods for Composites - neues Buch

ISBN: 1402069685

ID: 9781402069680

[KW: MASCHINENBAU,FERTIGUNGSTECHNIK ,PDF] <-> <-> MASCHINENBAU,FERTIGUNGSTECHNIK ,PDF

Neues Buch DE Libri.de
Sofort lieferbar (Download), E-Book zum Download Versandkosten: EUR 0.00
Details...
(*) Derzeit vergriffen bedeutet, dass dieser Titel momentan auf keiner der angeschlossenen Plattform verfügbar ist.
Self-Consistent Methods for Composites - S.K. Kanaun;  V. Levin
Vergriffenes Buch, derzeit bei uns nicht verfügbar.
(*)
S.K. Kanaun; V. Levin:
Self-Consistent Methods for Composites - Erstausgabe

2008, ISBN: 9781402069680

ID: 21665366

Vol.2: Wave Propagation in Heterogeneous Materials, [ED: 1], Auflage, eBook Download (PDF), eBooks, [PU: Springer-Verlag]

Neues Buch Lehmanns.de
Versandkosten:Download sofort lieferbar, , sem custos de envio na RFA (EUR 0.00)
Details...
(*) Derzeit vergriffen bedeutet, dass dieser Titel momentan auf keiner der angeschlossenen Plattform verfügbar ist.

< zum Suchergebnis...
Details zum Buch
Self-Consistent Methods for Composites
Autor:

Kanaun, S.  K.;Levin, V.  M.

Titel:

Self-Consistent Methods for Composites

ISBN-Nummer:

1402069685

Detailangaben zum Buch - Self-Consistent Methods for Composites


EAN (ISBN-13): 9781402069680
ISBN (ISBN-10): 1402069685
Erscheinungsjahr: 2008
Herausgeber: Springer Netherland
302 Seiten
Sprache: eng/Englisch

Buch in der Datenbank seit 18.08.2011 05:29:42
Buch zuletzt gefunden am 29.04.2016 12:15:39
ISBN/EAN: 1402069685

ISBN - alternative Schreibweisen:
1-4020-6968-5, 978-1-4020-6968-0

< zum Suchergebnis...
< zum Archiv...
Benachbarte Bücher