APS Logo

The waltz of tiny droplets and the fluid they live in

ORAL · Invited

Abstract

A microbe swimming in the ocean cannot force the mighty waves to change. Are tiny droplets in a turbulent cloud different? I will answer this with a yes, and show how. Evaporation and condensation inject buoyancy into the flow and change the surrounding turbulence by creating small-scale eddies and new instabilities. Besides bringing in new physics, these instabilities provide aesthetic delight through breathtaking cloud formations such as mammatus and asperitas.  We will show how these arise and how wind shear affects them. We will also see that droplets that potentially carry infection might spread less in a conversation than in a monologue.

 

Can tiny droplets always be described by the steady Stokes equation? We will argue for a ‘no’, especially since the Basset-Boussinesq history force slows down the approach to a steady state. We will talk about a way to incorporate this force exactly, without unrealistically high data-storage demands.

 

Raindrops form when larger droplets collide and coalesce. Can the tiniest droplets in a dilute suspension grow thus? Yes, especially if they participate in caustics near a vortex.  I will present a universal description of this phenomenon. Much more can happen in denser suspensions when droplets and particles interact with each other and can force the flow, as we will see from examples.

Publication: Instability driven by settling and evaporation in a shear flow: a model for asperitas clouds. S Ravichandran and Rama Govindarajan, preprint, 2021.<br><br>Virus transmission by aerosol transport during short conversations. Rohit Singhal, S. Ravichandran, Rama Govindarajan, Sourabh S. Diwan, preprint, 2021.<br><br>Waves, Algebraic Growth and Clumping in Sedimenting Disk Arrays. Rahul Chajwa, Narayanan Menon, Sriram Ramaswamy & Rama Govindarajan, arXiv:2002.04168. Physical Review X, 10, 041016, 2020.<br><br>Mammatus cloud formation by settling and evaporation. S. Ravichandran, Eckart Meiburg and Rama Govindarajan. Journal of Fluid Mechanics. 899, A27. https://doi.org/10.1017/jfm.2020.439, 2020.<br><br>Understanding droplet collisions through a model flow: Insights from a Burgers vortex. Lokahith Agasthya, Jason R. Picardo, S. Ravichandran, Rama Govindarajan, and Samriddhi Sankar Ray. Physical Review E, 99, 063107, 2019.<br><br>Flow structures govern particle collisions in turbulence. Jason R. Picardo, Lokahith Agasthya, Rama Govindarajan and Samriddhi Sankar Ray, Physical Review Fluids Rapid Communications, 4, 032601(R), 2019.<br><br>Accurate solution of the Maxey-Riley equation, and effects of Basset history. S Ganga Prasath, Vishal Vasan and Rama Govindarajan, Journal of Fluid Mechanics, 868, pp. 428-460, 2019.<br><br>Vortex-dipole collapse induced by droplet inertia and phase change. S. Ravichandran & Rama Govindarajan. Journal of Fluid Mechanics, 832, 745-776, 2017.<br><br>Caustics-induced coalescence of small droplets near a vortex. P. Deepu, S. Ravichandran, & Rama Govindarajan, Physical Review Fluids, 2, 024305, 2017.<br><br> Lift-induced vortex dipole collapse. S. Ravichandran, Harish N. Dixit, & Rama Govindarajan, Physical Review Fluids, 2, 034702, 2017.<br><br>Caustics and clustering in the vicinity of a vortex. S. Ravichandran and Rama Govindarajan. Physics of Fluids, 27, 033305, 2015.<br>

Presenters

  • Rama Govindarajan

    International Centre for Theoretical Sciences, Tata Inst of Fundamental Res

Authors

  • Rama Govindarajan

    International Centre for Theoretical Sciences, Tata Inst of Fundamental Res