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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。) \4 D' F+ g$ n7 b
edit:Montgomery T. Shaw ,William J. MacKnight
) S! Q; [: T5 m, w5 [! uISBN 13: 978-0-47 1-74045-2 & k5 u5 h+ W1 c) r6 ?- e7 ^% ~+ Y
出版社:Wiley
! p% Z( U9 p' {: g! F页数:327$ k b% X5 w. g" A; l7 ]4 n6 Y: a
This Third Edition has been entirely revised and updated to reflect recent developments in the field. New chapters include:) B) }) y* k7 w: C2 x
* Phenomenological Treatment of Viscoelasticity
. p: S" m7 y/ Q6 c A* Viscoelastic Models
, Z+ c4 @2 N& t* Time-Temperature Correspondence( Y) w0 l3 G. x
* Transitions and Relaxation in Polymers: r& [4 ~6 H( K. ~ b* j
* Elasticity of Rubbery Networks
. N0 I; b6 h/ u) X* Dielectric and NMR Methods% N4 f+ x0 ~" Y- X2 o
Review5 a/ Q [$ O" j7 |1 e9 G( m
"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)
2 R R4 A `3 C( V) Y"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)
6 ] n' l4 _$ _9 W' N: P9 K' F3 F7 `1 s- y
目录
- A- R; I: L6 r1 k" x5 C, i3 D1. Introduction 3 ?2 H) T# b* U! b& Z& b
Suggested Reading, 6 , q' W+ f3 _/ I4 H: \9 [/ L
2. Phenomenological Treatment of Viscoelasticity
\1 C% m. g" hA. Elastic Modulus, 7
9 e1 ~9 p5 }2 j3 WB. Transient Experiments, 19 ; p$ p0 K$ J( O- ~2 L
C. Dynamic Experiments, 23
7 E9 P0 m% A+ V4 a1 ND. Boltzmann Superposition Principle, 27 ; i8 x! A* P4 b- Y ^ v8 b
E. Relationship Between the Creep Compliance and the Stress
- n( i0 A/ O8 \0 A+ a8 @Relaxation Modulus, 32 5 K7 ~1 E) ?2 ` e: x6 q' I! E' c
F. Relationship Between Static and Dynamic Properties, 33
0 l B4 l3 j `& z' k& `1 v- YAppendix 1. Connecting Creep Compliance and Stress Relaxation
; k/ _) t. R2 u2 L: s9 ^0 n- R- \Modulus Using Laplace Transforms, 35
3 R$ D5 G, W/ S. M- j5 \; T; w3 {- y& JAppendix 2. Borel’s Theorem, 38
0 F2 h! C4 v) D: ^Appendix 3. Geometries for the Measurement of Viscoelastic . {7 j7 I# n# E$ x( l4 K! j, x
Functions, 38
9 R9 v# U+ n* _1. Axial Geometries, 38 9 j' M1 y! b: a$ c- x! u8 a
2. Rotational Geometries, 42 0 q( \4 Z7 s! w, G8 i: k
Problems, 46 + i; W) s$ c, y5 E3 y9 p
References, 50 8 A: P% U& u$ m) \
3. Viscoelastic Models 51
9 }# w# Z) k% C/ z! v( r......................." J5 e; S& S* f% @! F0 N/ u
, Z3 h# n) w, e6 C Z[ 本帖最后由 fenglianxiang 于 2008-8-3 17:02 编辑 ] |
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