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Tables of Contents for Fundamental Contributions to the Continuum Theory of Evolving Phase Interfaces in Solids
Chapter/Section Title
Page #
Page Count
Introduction: Fifty Years of Research on Evolving Phase Interfaces
1
33
Eliot Fried
I. Papers on Materials Science
Surface Tension as a Motivation for Sintering
33
37
C. Herring
Two-Dimensional Motion of Idealized Grain Boundaries
70
5
W.W. Mullins
Morphological Stability of a Particle Growing by Diffusion or Heat Flow
75
7
W.W. Mullins
R.F. Sekerka
Energy Relations and the Energy-Momentum Tensor in Continuum Mechanics
82
38
J.D. Eshelby
The Interactions of Composition and Stress in Crystalline Solids
120
56
F.C. Larche
J.W. Cahn
II. Papers on Continuum Mechanics
Multiphase Thermomechanics with Interfacial Structure.
Heat Conduction and the Capillary Balance Law
149
27
M.E. Gurtin
The Effect of Surface Stress on Crystal-Melt and Crystal-Crystal Equilibrium
176
89
P.H. Leo
R.F. Sekerka
Multiphase Thermomechanics with Interfacial Structure.
Evolution of an Isothermal Interface
196
69
S.B. Angenent
M.E. Gurtin
On the Driving Traction Acting on a Surface of Strain Discontinuity in a Continuum
265
16
R. Abeyaratne
J.K. Knowles
The Nature of Configurational Forces
281
36
M.E. Gurtin
III. Papers on Mathematics
Solutions for the Two-Phase Stefan Problem with the Gibbs-Thomson Law for the Melting Temperature
317
12
S. Luckhaus
Motion of Level Sets by Mean Curvature. I
329
46
L.C. Evans
J. Spruck
Uniqueness and Existence of Viscosity Solutions of Generalized Mean Curvature Flow Equations
375
38
Y.-G. Chen
Y. Giga
S. Goto
Convergence of the Phase-Field Equations to the Mullins-Sekerka Problem with Kinetic Undercooling
413
60
H.M. Soner
Papers Reprinted
473