Introduction to Polymer Viscoelasticity（Wiley好书）

fenglianxiang

Introduction to Polymer Viscoelasticity，第三版。共9个压缩卷，解压后16.8M,无封面。
6 O% _: q' J6 g7 t' {edit：Montgomery T. Shaw ，William J. MacKnight
; f2 L% Y4 P* LISBN 13: 978-0-47 1-74045-2
出版社：Wiley
' N. b* @3 ~: x9 s' K+ w% G4 o, @0 f页数：327
. Z: ~6 f, m$ f) x* D/ KThis Third Edition has been entirely revised and updated to reflect recent developments in the field. New chapters include:
* }7 K% E3 s: k1 T* Phenomenological Treatment of Viscoelasticity
7 t! C7 j3 K7 s$ Y- [1 ^! f* Viscoelastic Models
* F* [8 ~% U& C/ W" {* Time-Temperature Correspondence
- L4 z- ~: p) l8 {1 l* Transitions and Relaxation in Polymers
3 a* j) ?2 d# k2 U! z* Elasticity of Rubbery Networks
* Dielectric and NMR Methods
Review
"The book will provide the reader with a very  understanding of viscoelastic behavior on a molecular scale and details the latest techniques..." (IEEE Electrical Insulation Magazine, July/August 2006)
"The book is clear written and…[is] appropriate for students in introductory undergraduate courses and for others wanting introduction to the fundamentals of the subject." (CHOICE, December 2005)
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目录
8 z4 `1 j, i7 R0 y" [8 w- j1.  Introduction
Suggested Reading, 6
$ ]6 m0 P( y2 v" @; x" _  Z9 P2.  Phenomenological Treatment of Viscoelasticity
A.  Elastic Modulus, 7
- K* i6 g8 Q( S7 P4 jB.  Transient Experiments, 19
% k+ q# i" R& S- r2 MC.  Dynamic Experiments, 23
$ h4 L7 E& j$ t9 L# ZD.  Boltzmann Superposition Principle, 27
E.  Relationship Between the Creep Compliance and the Stress
2 g+ W3 l0 ^% c# m: I: aRelaxation Modulus, 32
8 p/ W' I$ ?/ f1 Q/ aF.  Relationship Between Static and Dynamic Properties, 33
& {# U; Q9 v% [- r% C$ t( s; e+ y8 qAppendix 1.  Connecting Creep Compliance and Stress Relaxation
( N1 e$ r4 P+ EModulus Using Laplace Transforms, 35
# X$ r1 |5 l, K4 X# i6 ^Appendix 2.  Borel’s Theorem, 38
  g+ d2 W6 |  I$ _! S  {7 gAppendix 3.  Geometries for the Measurement of Viscoelastic
5 M& d# c9 i. |, J4 f8 v- |' LFunctions, 38
, y1 t% ?2 }3 {9 D1.  Axial Geometries, 38
8 L( @  c# T8 N& q2.  Rotational Geometries, 42
Problems, 46
References, 50
& X3 b7 P) L" A  x1 n3.  Viscoelastic Models  51
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