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Professor
Office: Phillips Hall 320
Phone: (919) 962-9816
Fluids Lab: B02 Chapman Hall (919-843-8900)
Thermal Lab: 413 Chapman Hall (919-843-3483)
Email: rmm@email.unc.edu
Ph.D., Applied Mathematics, Princeton, 1994
M.S., Applied Mathematics, Princeton, 1991
B.S., Mathematics, University of Arizona, 1989
We operated for 10 years running a small lab in Phillips Hall, in the summer of 2007, with the opening of Chapman Hall, we moved into a large, modern laboratory located in the basement, level B, rm B02. This was made possible thanks to the Carolina Science Complex which was funded by the people of North Carolina through a bond referendum, and completed thanks to the generous support of the University of North Carolina and the Carolina Science Complex Core Group. This lab is shared jointly with Mathematics and the Marine Sciences departments and has been generously funded through the National Science Foundation and Office of Naval Research. It contains a 120 foot long modular wave tank, a wind tunnel, a 3D stereoscopic PIV imaging system, and many other exciting things. We are soon to open (presently under construction) a fully recyclable salt water storage and filtration system which will allow us rapid stratification and reuse of saltwater in the modular wavetank. We have additionally just opened a state of the art thermal lab in Chapman 413 which houses a custom 4 wall optically accessible thermal bath, as well as accurate temperature and density calibration tools. We work closely with undergrads, grads, postdocs, and high school students, and we are always looking to get new people involved.
National Geographic Oil Plume Article
Homogenization of Gravity Currents
Weakly compressible transport barrier
PDF Tail of the random uniform shear layer
Exact spatio-temporal scalar PDF
Breathing PDFs in the Majda Model
Spinning rod theory, nano experiments and macro experiments
Exact results for spinning rods
Evolution of random passive scalar in deterministic flow
Enhanced diffusion surface: rigorous asymptotic results
Path of Least Time in Potential Flow and Connection to Darwin's Theorem
The Exact Scalar Variance in Channel and Pipe Flow
Quantitative Prediction of Falling Sphere in Stratified Fluid Low Reynolds
Experiments and Theory for Sphere falling in Stratified Fluid Low Reynolds
Homogenized Averaging of Gravity Currents in Porous Media: sharp interface limit
Mode Sorting Using WKB for Passive Scalar in Channel Flow
Blocking by Sphere in Zero Reynolds Linear Shear Flows: Exact results
Viscous coating of fiber in stratified flow
Supplementary material viscous fiber coating
Department of Mathematics | CB 3250 Phillips Hall | University of North Carolina at Chapel Hill | Chapel Hill, NC 27599