Multi-species flows

Suman Muppidi

Research Associate

Aerospace Engineering and Mechanics, University of Minnesota


Multi-species flows

This page presents some of my work on developing the capability to solve for multiple species and chemically reacting flows on unstructured meshes.

Classical Rayleigh Taylor

Rayleigh Taylor Instability
Figure : Temporal evolution of a 2-d Rayleigh Taylor instability.


Figure shows the temporal evolution from a simulation of the classical Rayleigh Taylor instability, a result of heavy fluid lying on top of the lighter fluid in the presence of gravity. The mesh is two--dimensional, the Atwood nuber is 0.5, and the Reynolds number is 2500. The initial condition includes specification of the hydrostatic pressure.

Well-stirred reactor

Stirred reactor, major species concentrationStirred reactor, minor species concentration
Figure : Temporal evolution of the various species in a well-stirred reactor.

The algorithm is capable of handling complex chemistry, and is validated by solving for Hydrogen+Oxygen reaction using the Mueller mechanism, a nine species, nineteen reaction process. Figure shows the variation of the mass fractions of various species with time due to chemical reactions, in a well-stirred reactor. The problem is initialized with a spatially uniform distribution of Hydrogen and Oxygen at the stoichiometric ratio. The rest is Nitrogen. The initial mixture temperature is 1200K.