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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。) L, p4 a7 Y7 B' @' W! v4 h6 b
edit:Montgomery T. Shaw ,William J. MacKnight 3 P: j4 ^" ~: k- f
ISBN 13: 978-0-47 1-74045-2 : O5 ^- K, h9 x8 W/ `/ f
出版社:Wiley
4 j' \: i+ }" p S( W/ [. S' U页数:327
; q- Q, c @: WThis Third Edition has been entirely revised and updated to reflect recent developments in the field. New chapters include:9 Z% j, }, p* S% k: o) {
* Phenomenological Treatment of Viscoelasticity6 X6 @! k; k9 m i- v1 [6 N
* Viscoelastic Models
. A% {( K ?: [2 j* T$ ?+ X9 ^* Time-Temperature Correspondence& w8 p/ q/ b. n& _( y: W$ e
* Transitions and Relaxation in Polymers
. x5 t) K1 {1 _* s2 _0 M* Elasticity of Rubbery Networks
i2 { T5 n7 ^# o- C2 c* Dielectric and NMR Methods
3 a7 x- [" }/ V! L4 aReview6 c3 ?# U$ x& c+ a
"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) 8 }" q( i K* u6 s/ P V
"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) $ {2 D3 n( ]) j3 R, x
3 D$ S9 C- h) x
目录
C, Y+ G) f8 A: b2 `1 b1. Introduction
d* S( x& b! g% Q8 gSuggested Reading, 6
+ S$ {& h1 n4 {5 b2. Phenomenological Treatment of Viscoelasticity
2 ]0 f! L# b( H: L7 S2 }$ o+ yA. Elastic Modulus, 7
$ n5 M+ H+ ^( z+ BB. Transient Experiments, 19
$ q2 x' q- |6 v( s0 eC. Dynamic Experiments, 23 , `% V: O, o' ^- ` F+ t" f
D. Boltzmann Superposition Principle, 27
/ u' Q1 N3 H4 lE. Relationship Between the Creep Compliance and the Stress - X M: u* |. B* ?2 Y: @
Relaxation Modulus, 32
A2 w3 V' b; I, d0 T8 s! m6 |F. Relationship Between Static and Dynamic Properties, 33
8 a9 @: o4 u& C6 eAppendix 1. Connecting Creep Compliance and Stress Relaxation 2 o6 z7 I, p$ m" |
Modulus Using Laplace Transforms, 35
0 ]% i, l& p1 x$ h2 R( t/ lAppendix 2. Borel’s Theorem, 38 1 a2 z$ P/ c! g- G$ B
Appendix 3. Geometries for the Measurement of Viscoelastic
5 W- B! p. p+ Y6 f% |- mFunctions, 38
2 y1 @; T, h0 a: _1. Axial Geometries, 38 * Z9 E* g6 O: d1 e- o
2. Rotational Geometries, 42 * J; G0 U1 i: i- ^( i
Problems, 46
F: v0 F8 N- `6 J' g9 @. ^: UReferences, 50
) m& w/ i2 F: F0 S2 D# h0 Q3. Viscoelastic Models 51 1 U# A3 z" E) x
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/ m" f* k* l) T$ S* O1 O[ 本帖最后由 fenglianxiang 于 2008-8-3 17:02 编辑 ] |
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