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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。5 N* U! T( L$ Z' [/ F
edit:Montgomery T. Shaw ,William J. MacKnight
- W: M" k; B6 UISBN 13: 978-0-47 1-74045-2
8 E F+ u) L9 |* q出版社:Wiley( B: y# u1 `& v* s; ]9 x( d1 a3 Q
页数:327
5 c( o* p' I# I4 ^( D, m5 UThis Third Edition has been entirely revised and updated to reflect recent developments in the field. New chapters include:2 {$ P1 v6 ?3 m: K, B
* Phenomenological Treatment of Viscoelasticity1 G; d$ ?$ k3 L, `5 J& ]+ a. {* J4 x
* Viscoelastic Models
8 D6 Z) e0 E3 U* Time-Temperature Correspondence
6 i& F+ Y4 Q8 E* J$ n* |- E* ]* i* Transitions and Relaxation in Polymers
* N) o! r r- U8 V5 r; W( X) K# o* Elasticity of Rubbery Networks
% P' r; m) h" S, m' w& r8 u0 ?8 _* Dielectric and NMR Methods% C5 ]* [& O* M/ w- P5 X
Review$ `9 V; k6 ]# F3 |4 x* A8 E
"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) - o0 `3 K* @" k
"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) ( w3 m {4 i# |6 A9 s* i
( J' H' n0 Y, G8 c0 |! q' j; z目录
9 \ u* b3 z, r1 ]4 }3 V: P0 S1. Introduction * F* w# h1 @2 I
Suggested Reading, 6 ' T3 D/ ^ H) r2 F
2. Phenomenological Treatment of Viscoelasticity 6 K' c* S0 T" D# Q m9 ^7 j
A. Elastic Modulus, 7
+ G/ ?0 p P$ S1 u9 d) m: v" AB. Transient Experiments, 19 ! w+ c" p' g# u) \- [# A5 I# g; r
C. Dynamic Experiments, 23 % q8 U2 d; S& g( }+ [, V
D. Boltzmann Superposition Principle, 27 / T7 `1 T0 X; B8 \
E. Relationship Between the Creep Compliance and the Stress
0 P/ [! u( |* g7 E3 d f6 iRelaxation Modulus, 32
( a% s0 x# ?( c0 YF. Relationship Between Static and Dynamic Properties, 33
( k- s' t9 {, UAppendix 1. Connecting Creep Compliance and Stress Relaxation
- o b* x9 |- _5 ~Modulus Using Laplace Transforms, 35
4 c7 m/ ?5 f- |: w& V6 ^& C# |% kAppendix 2. Borel’s Theorem, 38 ; ^8 s* Y; Z/ w5 j5 c7 p& x T9 P
Appendix 3. Geometries for the Measurement of Viscoelastic
$ o! k+ L" U6 |. Y$ [! S3 BFunctions, 38 0 [; V W# ^0 T0 l
1. Axial Geometries, 38
, m& A& G/ G3 U4 [2. Rotational Geometries, 42 1 X" Z5 D7 @; v
Problems, 46 3 I$ e+ Q& K( \, l& h J; w
References, 50 * n1 P: r/ I) W: W) ^4 L4 j6 V
3. Viscoelastic Models 51
' g9 }$ Y1 c1 p8 ~$ f. ?.......................
5 {4 X5 D% @$ l/ `) X% I0 o* |5 L! \' h% c% b) h) S
[ 本帖最后由 fenglianxiang 于 2008-8-3 17:02 编辑 ] |
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