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WATER RESOURCES RESEARCH GRANT PROPOSAL
Project ID: VT641
Title: Lagrangian Drifters Within Lake Champlain Feasibility Study
Focus Categories: Water Quality, None
Keywords: Water Quality, Atmospheric Forcing, Lagrangian Drifters, RAFOS, Hydrodynamics
Start Date: 03/01/2001
End Date: 02/28/2002
Federal Funds: $25,000
Non-Federal Matching Funds: $25,447
Congressional District: First
Principal Investigators:
Thomas O. Manley
Professor, Middlebury College
Jean Claude Gascard
Associate Professor, Universite Pïerre et Marie Curie
Abstract
An understanding of the hydrodynamics of Lake Champlain is critical to our ability to accurately model and predict the movement and eventual disposition of contaminants within the water column. Although our knowledge of lake circulation has increased dramatically over the past, it is nevertheless based entirely upon Eulerian observations at a few selected sites within the lake. By their very nature. Eulerian measurements (observations made at a fixed location over time) possess intrinsic limitations in their ability to map complicated flow dynamics within large regions. Specifically for Lake Champlain, large oscillatory currents created by the internal seiche mask our ability to define average flow conditions due to low average values bounded by high standard deviations.
Additionally, documenting circulation throughout the entire lake using existing techniques is cost prohibitive. This proposal seeks to test the practicality of using a Lagrangian mapping technique known as RAFOS to define complicated flow trajectories of fluid parcels at different levels within the water column over time. While this technique has been used within the oceans over the past several decades to look at oceanographic problems ranging over a wide spectrum of temporal and spatial scales, it has never been employed, to our knowledge, in any lake environment. This project is a feasibility study using acoustically traced, neutrally buoyant, free-drifting subsurface floats within Lake Champlain. If successful, both Eulerian and Lagrangian measurements could be coupled to produce the next significant level of understanding of circulation dynamics within Lake Champlain.