We study the fundamentals of turbulent flows, the modeling of complexity in fluid mechanics, and pursue various applications of current interest.

Turbulence is regarded as the main unsolved problem in "classical physics". Due to its importance from both practical and fundamental viewpoints, it is a research area of interest to engineers (mechanical, environmental, chemical, civil, etc.), applied mechanicians, physicists, mathematicians, oceanographers, atmospheric scientists. This interdisciplinary flavor makes this an exciting and fruitful field for research. One of our main research goals is to achieve better understanding of how turbulent small-scale motion is related to the dynamics of large-scale motion, with the specific purpose of developing improved modeling tools. One of our main interests has been on testing, understanding, and developing improved subgrid-scale models for Large-Eddy-Simulation. This is an increasingly popular numerical approach to turbulent flow prediction, in which the large-scale vortices are directly simulated, while small-scale motions must be judiciously parametrized.

A research collaboration with Prof. Greg Eyink of Applied Mathematics, Prof. Shiyi Chen in Mechanical Engineering, and colleagues in the Physics & Astronomy Department (Profs. Ethan Vishniac and Alex Szalay) and Computer Sciences (Prof. Randal Burns) centers on basic understanding of the turbulent energy cascade and on the use of new-generation database management tools to analyze very large data bases of turbulence. Various parts of this new research thrust are funded by the National Science Foundation through an ITR grant, a MRI grant, as well as by the Keck Foundation. Working on this project are, among others, postdocs Laurent Chevillard and graduate students Yi Li and Yunke Yang. In a recent development that has received significant attention (see e.g. report in "Mechanical Engineering Magazine, December Issue, 2005"), we have found a new system of simple equations (the "delta-vee" system) that provides simple explanations for well-known trends of intermittent turbulence. For more details, click here. A new model for the full velocity gradient tensor has been proposed with Dr. Chevillard (see the paper), and a multiscale generalization has been recently explored in a collaboration with Prof. L. Biferale (Univ. Rome) and Dr. F. Toschi.

We continue developments, applications, and testing of a new technique (Renormalized Numerical Simulation - RNS) to simulate flow over multiscale objects. With Associate Research Scientist Dr. Hyung-Suk Kang, a new set of wind-tunnel experiments is being designed to study drag forces over fractal grids. This project is supported by the National Science Foundation, CBET. Recently, a new set of measurements in a shear-free mixing layer flow has been completed. In collaboration with Prof. J. Katz, a new experiment to measure drag forces over fractal trees placed in the index-matched facility for full optical access is being designed. The goal is to measure flow and drag forces and compare with RNS calculations. Furthermore, in NSF and ONR-funded projects, holographic and detailed PIV measurements of smooth and rough-wall turbulent boundary layers are performed.

Studies in collaboration with Prof. M. Parlange focus on modeling complex turbulent flows in the atmospheric boundary layer. We study the mechanisms of subgrid transport of temperature, humidity, and momentum using LES and field campaigns. With PhD student Vijayant Kumar, new generation subgrid models are developed and implemented in LES codes to predict atmospheric flows over complex terrain including patched and multscale landscapes of hydrologic interest. Graduate student Marcelo Chamecki has recently developed a new model for pollen concentrations above the ground. The results can be used in formulating appropriate boundary conditions for LES and may this help better predict travel distances of pollen grains across the landscape. These works have been funded by the National Science Foundation (Biocomplexity and Hydrology divisions). For more information, see related publications.

In an exploratory project with postdoctoral fellow Dr. Raul Cal and in collaboration with RPI Professor Prof. Luciano Castillo, the properties of high-Reynolds number turbulent boundary layers sujected to non-standard perturbations are studied. Of particular interest is to develop improved understanding of interactions between boundary layers and arrays of wind turbines. Model experiments are being planned to be performed in the Corrsin wind-tunnel.

Home

Research Activities

People

Publications and abstracts

Current Feature: Unraveling the origin of non-Gaussianity in turbulent flows

Picture Gallery

Facilities

Data sets for download

 

 

 

 

 

 

Charles Meneveau, Department of Mechanical Engineering, Johns Hopkins University, 3400 N. Charles Street, Baltimore MD 21218, USA, Phone: 1-410-516-7802, Fax: 1-(410) 516-7254, email: meneveau@jhu.edu

 
Last update: 05/17/2007