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[书籍] Introduction to Polymer Viscoelasticity(Wiley好书)

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发表于 2008-8-3 16:55:11 | 显示全部楼层 |阅读模式 来自: 中国山东德州

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Introduction to Polymer Viscoelasticity,第三版。共9个压缩卷,解压后16.8M,无封面。$ u. Z3 A. }% S* |5 X2 N
edit:Montgomery T. Shaw ,William J. MacKnight ) u* {; R( J4 k; r
ISBN 13: 978-0-47 1-74045-2
0 r8 {  \% L7 S0 W8 m6 ]出版社:Wiley2 `* [4 d$ O2 [. f
页数:327
2 K) l1 z( z* E& ~. p: o4 M9 EThis Third Edition has been entirely revised and updated to reflect recent developments in the field. New chapters include:
9 s( `6 f3 k. P2 }" e# j/ N6 w* Phenomenological Treatment of Viscoelasticity3 Q; V8 j+ |, a8 e9 L: R
* Viscoelastic Models5 w" `$ z& l; q# D) s: F
* Time-Temperature Correspondence# u3 r* g  {" L# N+ q) |
* Transitions and Relaxation in Polymers; u) G. J* `3 w
* Elasticity of Rubbery Networks6 O/ \) T* _& E9 K4 K- C  w
* Dielectric and NMR Methods
2 b7 s: S; k) lReview
1 P. X6 U: Y) W6 O% L/ _"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) * P# E1 z: U2 c+ Q
"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) 9 n  ^8 W/ J) K" x

% n$ k% e* N4 X  }目录$ Q- Y' u# ?1 k+ f+ D3 G, w% ]3 j
1.  Introduction % _8 O! B) C" o& X
Suggested Reading, 6 ) K$ s5 B* E4 l0 E5 X
2.  Phenomenological Treatment of Viscoelasticity ' G# w0 x# [* d) i2 D; b* e$ K; `2 h
A.  Elastic Modulus, 7 ) q* S) p& D2 v8 `+ _
B.  Transient Experiments, 19 - b: `0 `7 g* z
C.  Dynamic Experiments, 23 - P: }. b" r- t4 J" }8 j
D.  Boltzmann Superposition Principle, 27 ) H* _+ F5 y/ l! a5 N
E.  Relationship Between the Creep Compliance and the Stress 3 z( ?6 }& w- M/ Q) j3 C
Relaxation Modulus, 32
6 [% w6 ]2 k$ q6 [1 Q0 _F.  Relationship Between Static and Dynamic Properties, 33 : c1 N. d9 z3 s1 e7 m% |3 k
Appendix 1.  Connecting Creep Compliance and Stress Relaxation ; n, L: s0 X3 U/ s) I
Modulus Using Laplace Transforms, 35 1 ?9 }# a' @9 H! D
Appendix 2.  Borel’s Theorem, 38
+ ?( Y- A  y: |6 y' v' wAppendix 3.  Geometries for the Measurement of Viscoelastic
6 l9 w- W% p$ u  \/ u  }/ l0 b4 WFunctions, 38
: R6 o4 J( b9 w( q( u# [4 i1.  Axial Geometries, 38
7 G5 B$ v* d3 n2.  Rotational Geometries, 42 / K' Z# ?) w7 W2 x
Problems, 46
4 S/ `2 X7 ?9 }7 ~1 h; O2 YReferences, 50 , A( l2 S5 G* c8 ^+ A
3.  Viscoelastic Models  51
$ Q4 z2 [/ i+ H+ k. E.......................8 \4 A7 [: H  N
; @& {% g* }* C
[ 本帖最后由 fenglianxiang 于 2008-8-3 17:02 编辑 ]

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