Ph.D., University of Houston, 1980
M.S., University of Houston, 1978
B.Tech., Indian Institute of Technology, Madras, 1976
Honors and Awards
- Elsevier Lifetime Achievement Award, AIChE Particle Technology Forum, 2022
- Distinguished Professor, Indian Institute of Technology, Madras, 2019
- Graduate Mentoring Award, Princeton University, 2016
- Permanent Guest professor, TU Hamburg-Harburg, 2014
- Humboldt Research Award, 2014
- Engineering Council's Excellence in Teaching Award, Princeton University, 2005, 2008, 2012
- JM Burgers Visiting Professor of Fluid Mechanics, TU Delft, 2009-2012
- Associate Editor, AIChE Journal, 2002-2011
- Neal R. Amundson Lecture, University of Houston, January 2010
- JM Burgers Lecture, Eindhoven, The Netherlands, 2009
- Fellow, American Institute of Chemical Engineers, 2008
- Moore Distinguished Scholar, California Institute of Technology, 2007
- The President's Award for Distinguished Teaching, Princeton University, 2006
- Thomas Baron Award in Fluid-Particle Systems, American Institute of Chemical Engineers, 2005
- School of Engineering & Applied Science Distinguished Teacher Award, Princeton University, 2005
- Distinguished Alumnus Award, Indian Institute of Technology, Madras, 2000
- Richard H. Wilhelm Award, American Institute of Chemical Engineers, 1999
- Associated Faculty, Andlinger Center for Energy and the Environment
- Associated Faculty, Princeton Environmental Institute
- Associated Faculty, Princeton Materials Institute
- Associated Faculty, Program in Applied and Computational Mathematics
Mechanics of multi-phase flows: Dispersed multiphase flows, frequently encountered in chemical reactors and separation devices, often manifest complex structures at different length and time scales – micro, meso and macro scales, which influence the mixing, mass and heat transfer and reaction processes. In the case of gas-particle flows, inter-particle forces due to van der Waals and electrostatic interactions and liquid bridges that form when the particles are wet further complicate the flow behavior. Our current research addresses several different aspects of these complex flows:
- Develop coarse (filtered) models for transport and reaction by averaging over the micro and meso scale structures, so that they can be used to probe macro-scale coherent structures in these flows. In particular, we formulate coarse constitutive relations for interphase interaction force and effective stresses, and test the predictions of the coarse models against experimental data on gas-particle flows in fluidized beds and risers.
- Develop models for the interplay between contact (triboelectric) charging of particles and flow. In particular, we quantify charging through experiments, formulate models for charging and charge transport, and examine the coupling between flow and charging in vibrated and fluidized beds and in dry powder inhalation.
- Examine through large-scale simulations how inter-particle attraction (van der Waals or liquid bridge force) alters the gas-particle flow characteristics and develop coarse models for particle phase rheology that capture these effects.
In these studies, we use several different computational approaches to probe the underlying physics:
- (~103 particles) Particle-resolved flow simulations where the Lattice Boltzmann Method is used to simulate the fluid motion and the Newton’s equations of motion coupled with soft sphere collision models (Discrete Element Method, DEM) are solved to track the motion of the particles
- (~106 particles) Eulerian-Lagrangian (often referred to as CFD-DEM) simulations where the locally averaged equations of motion for the gas is coupled with DEM simulations of particles, which are supplemented with additional equations for the electric field, liquid distribution in the case of wet particles, etc.
- (~106 parcels) Eulerian-Lagrangian (often referred to as CFD-DPM) simulations where the locally averaged equations of motion for the gas is coupled with DEM simulations of parcels consisting of many particles
- Eulerian-Eulerian two-fluid model simulations
Heterogeneous catalytic reactions enabled by plasma and light (jointly with Professor Bruce Koel): Non-thermal plasma and photons are known to enhance the rates of heterogeneously catalyzed chemical reactions and also change the optimum catalyst, allowing in some cases the reactions to be catalyzed by earth-abundant materials. We are interested in two pathways to rate enhancement:
- Vibrational and electronic excitation of gas phase reactants that enhances the rates of their dissociative adsorption on catalytic surfaces (possible with both plasmas and light), and
- Reactivity enhancement by excitation of the plasmonic resonance of metal nanoparticles dispersed on a high-surface area support (possible with light).
Our research group is studying related reaction engineering issues, such as:
- How deep into the catalyst particles can plasma penetrate and have a beneficial effect? How does nanosecond pulsing of plasma affect the catalyst effectiveness factor? To address these questions we study the kinetics of ammonia synthesis in a dielectric barrier discharge plasma reactor loaded with supported catalysts having different structures and distributions of active catalytic materials.
- In collaboration with Professor Claire Gmachl (ELE), we are studying: (i) the best way to distribute light of a desired wavelength from solid-state lasers and light-emitting diodes (LEDs) within the reactor; and (ii) the effectiveness of light penetration into catalyst particles by deploying supported catalysts that have different distributions of active catalytic materials.
- Y. Igci, A. T. Andrews, S. Pannala, T. O’Briens and S. Sundaresan, “Filtered two-fluid models for fluidized gas-particle suspensions,” AIChE J., 54, 1431-1448 (2008).
- Y. Gu, S. Chialvo and S. Sundaresan, “Rheology of cohesive granular materials across multiple dense-flow regimes,” Phys. Rev. E, 90(3), 032206 (2014).
- G.J. Rubinstein, J.J. Derksen and S. Sundaresan, “Lattice Boltzmann simulations of low Reynolds number flow past fluidized spheres: effect of Stokes number of drag force,” J. Fluid Mech., 788, 576-601 (2016).
- A. Ozel, J. T. Kolehmainen, S. Radl and S. Sundaresan, “Fluid and particle coarsening of drag force for discrete particle approach,” Chem. Eng. Sci., 155, 258-267 (2016).
- J.T. Kolehmainen, A. Ozel, C. M. Boyce and S. Sundaresan, “Triboelectric Charging of Monodisperse Particles in Fluidized Beds,” AIChE J., 63, 1872-1891 (2017).