The Net Advance of Physics:
DIFFUSION

DIFFUSION: See also DIFFUSION EQUATION

• General: Privman 93/12; Bagnoli 98/10;
  • Normal and Anomalous Diffusion: A Tutorial by Loukas Vlahos et al. [2008/05]
  • Fourier Law and Diffusive Transport of Conserved Quantities by Stefano Olla [2019/05]

• Type: AGGREGATION--DIFFUSION:
  • Beginner's guide to aggregation--diffusion equations by D. Gómez-Castro [2023/09]

• Type: ANOMALOUS:
  • The Random Walk's Guide to Anomalous Diffusion: A Fractional Dynamics Approach by Ralf Metzler and Joseph Klafter [Physics Reports 339, 1 (2000)] PDF
  • Anomalous Diffusion by Mendeli H. Vainstein et al. [Acta Phys. Polon. B 39, 1001 (2008)]
  • Normal and Anomalous Diffusion: A Tutorial by Loukas Vlahos et al. [2008/05]
  • Analytic Approaches of the Anomalous Diffusion: A Review by Maike A. F. dos Santos [2019/05]
  • Brownian Motion and Beyond: First-Passage, Power Spectrum, Non-Gaussianity, and Anomalous Diffusion by Ralf Metzler [2019/08]

• Type: CROWDED:
  • Review: Dynamics of Crowded Macromolecules/Interacting Brownian Particles by George D. J. Phillies [2015/08]

• Type: DIFFUSIOPHORESIS:
  • Phoretic Active Matter by Ramin Golestanian [2018/09] Les Houches.

• Type: FRACTIONAL:
  • Analytic Approaches of the Anomalous Diffusion: A Review by Maike A. F. dos Santos [2019/05]
  • Linear and Nonlinear Fractional Diffusion by Juan Pablo Borthagaray et al. [2019/06]

• Type: GENERALISED:
  • Generalised Diffusion and Wave Equations: Recent Advances by Trifce Sandev et al [2019/03]

• Type: DRIVEN: Schmittmann and Zia 98/03;

• Type: NONLINEAR
  • Nonlinear Diffusion Processes: Geometric Ideas and Beyond by Eduardo V. Teixeira [2018/08]
  • Analytic Approaches of the Anomalous Diffusion: A Review by Maike A. F. dos Santos [2019/05]
  • Linear and Nonlinear Fractional Diffusion by Juan Pablo Borthagaray et al. [2019/06]

• Type: REACTION-DIFFUSION:
  • Spatially-extended hybrid methods: a review by Cameron A. Smith and Christian A. Yates [2017/12]

• Type: RELATIVISTIC:
  • Relativistic Brownian Motion by Jörn Dunkel and Peter Hänggi [2008/12] 159 pp.

• Re: BIOLOGICAL SYSTEMS:
  • Physics and modelling of intracellular diffusion by Svyatoslav Kondrat [2018/10]

• Re: CHAOS:
  • From Deterministic Chaos to Deterministic Diffusion by Rainer Klages [2008/04]

• Re: CHEMICAL KINETICS: Privman 93/12;

  Re: CONFINED OR NARROW SYSTEMS:

  • Diffusion in confined geometries by P. Sekhar Burada et al. [2008/08]

• Re: NANOMATERIALS:
  • Soft matter in hard confinement: phase transition thermodynamics, structure, texture, diffusion and flow in nanoporous media - topical review by Patrick Huber [Journal of Physics: Condensed Matter 27, 103102 (2015)]

• Re: NETWORKS:
  • Diffusion and networks: A powerful combination! by Ingve Simonsen [2005/08]

THE NET ADVANCE OF PHYSICS