Journal: Annual Review of Fluid Mechanics

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Abbreviation

Annu. rev. fluid mech.

Publisher

Annual Reviews

Journal Volumes

ISSN

0066-4189
1545-4479

Description

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Publications1 - 9 of 9
  • Brandt, Luca; Coletti, Filippo (2022)
    Annual Review of Fluid Mechanics
    This review is motivated by the fast progress in our understanding of the physics of particle-laden turbulence in the last decade, partly due to the tremendous advances of measurement and simulation capabilities. The focus is on spherical particles in homogeneous and canonical wall-bounded flows. The analysis of recent data indicates that conclusions drawn in zero gravity should not be extrapolated outside of this condition, and that the particle response time alone cannot completely define the dynamics of finite-size particles. Several breakthroughs have been reported, mostly separately, on the dynamics and turbulence modifications of small inertial particles in dilute conditions and of large weakly buoyant spheres. Measurements at higher concentrations, simulations fully resolving smaller particles, and theoretical tools accounting for both phases are needed to bridge this gap and allow for the exploration of the fluid dynamics of suspensions, from laminar rheology and granular media to particulate turbulence.
  • Machine Learning for Fluid Mechanics
    Item type: Review Article
    Brunton, Steven L.; Noack, Bernd R.; Koumoutsakos, Petros (2020)
    Annual Review of Fluid Mechanics
  • Bars, Michaël Le; Cébron, David; Gal, Patrice Le (2015)
    Annual Review of Fluid Mechanics
  • Lagrangian Coherent Structures
    Item type: Journal Article
    Haller, George (2015)
    Annual Review of Fluid Mechanics
  • Koumoutsakos, Petros (2005)
    Annual Review of Fluid Mechanics
  • The Fluid Mechanics of Cancer and Its Therapy
    Item type: Other Journal Item
    Koumoutsakos, Petros; Pivkin, Igor; Milde, Florian (2013)
    Annual Review of Fluid Mechanics
  • Sebastian, Bernhard; Dittrich, Petra S. (2018)
    Annual Review of Fluid Mechanics
  • Kleiser, Leonhard; Zang, T.A. (1991)
    Annual Review of Fluid Mechanics
  • van de Vosse, Frans N.; Stergiopulos, Nikos (2011)
    Annual Review of Fluid Mechanics
    The beating heart creates blood pressure and flow pulsations that propagate as waves through the arterial tree that are reflected at transitions in arterial geometry and elasticity. Waves carry information about the matter in which they propagate. Therefore, modeling of arterial wave propagation extends our knowledge about the functioning of the cardiovascular system and provides a means to diagnose disorders and predict the outcome of medical interventions. In this review we focus on the physical and mathematical modeling of pulse wave propagation, based on general fluid dynamical principles. In addition we present potential applications in cardiovascular research and clinical practice. Models of short- and long-term adaptation of the arterial system and methods that deal with uncertainties in personalized model parameters and boundary conditions are briefly discussed, as they are believed to be major topics for further study and will boost the significance of arterial pulse wave modeling even more.
Publications1 - 9 of 9