Dynamics of self-organized and self-assembled structures /

Physical and biological systems driven out of equilibrium may spontaneously evolve to form spatial structures. In some systems molecular constituents may self-assemble to produce complex ordered structures. This book describes how such pattern formation processes occur and how they can be modeled.

Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Desai, Rashmi C.
Otros Autores: Kapral, Raymond
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Cambridge, UK ; New York : Cambridge University Press, 2009.
Temas:
Pattern formation (Physical sciences)
Phase rule and equilibrium.
Dynamics.
Mathematics.
Mathematical models.
Energy transfer.
Molecular structure.
Physical sciences.
Chemical Phenomena
Mathematics
Physical Phenomena
Models, Theoretical
Biochemical Phenomena
Biophysical Phenomena
Mechanical Phenomena
Energy Transfer
Phase Transition
Molecular Structure
Nonlinear Dynamics
Kinetics
Models, Molecular
Investigative Techniques
Natural Science Disciplines
Phenomena and Processes
Analytical, Diagnostic and Therapeutic Techniques and Equipment
Disciplines and Occupations
Formation des structures (Sciences physiques)
Loi des phases et équilibre.
Dynamique.
Mathématiques.
Phénomènes physiques.
Modèles mathématiques.
Phénomènes biophysiques.
Transfert d'énergie.
Structure moléculaire.
Sciences physiques.
kinetics (dynamics)
mathematics.
applied mathematics.
mathematical models.
molecular structure.
physical sciences.
SCIENCE > Essays.
SCIENCE > Nanoscience.
SCIENCE > Reference.
Physical sciences
Molecular structure
Mathematical models
Energy transfer
Dynamics
Phase rule and equilibrium
Dynamik
Muster > Struktur
Dynamik > matematiska modeller.
Acceso en línea:Texto completo
Tabla de Contenidos:
  • Self-organized and self-assembled structures
  • Order parameter, free energy and phase transitions
  • Free energy functional
  • Phase separation kinetics
  • Langevin model for nonconserved order parameter systems
  • Langevin model for conserved order parameter systems
  • Interface dynamics at late times
  • Domain growth and structure factor for model B
  • Order parameter correlation function
  • Vector order parameter and topological defects
  • Liquid crystals
  • Lifshitz-Slyozov-Wagner theory
  • Systems with long-range repulsive interactions
  • Kinetics of systems with competing interactions
  • Competing interactions and defect dynamics
  • Diffusively rough interfaces
  • Morphological instability in solid films
  • Propagating chemical fronts
  • Transverse front instabilities
  • Cubic autocatalytic fronts
  • Competing interactions and front repulsion
  • Labyrinthine patterns in chemical systems
  • Turing patterns
  • Excitable media
  • Oscillatory media and complex Ginzburg-Landau equation
  • Spiral waves and defect turbulence
  • Complex-oscillatory media
  • Resonantly-forced oscillatory media
  • Nonequilibrium patterns in laser-induced melting
  • Reaction dynamics and phase segregation
  • Active materials.

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