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EBS 506: Special Topics Estuarine Turbidity Maximum Lecturer: Antonio Baptista. Lecture 2. Course structure. Typically, three parallel “activities” in each class. Discussion of an ETM paper (~1h). Lecture on supporting fundamentals or tools (~40min).
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EBS 506: Special TopicsEstuarine Turbidity MaximumLecturer: Antonio Baptista Lecture 2
Course structure • Typically, three parallel “activities” in each class Discussion of an ETM paper (~1h) Lecture on supporting fundamentals or tools (~40min) Activity towards understanding Columbia River ETM • Summary presentation (10 min • Open discussion (40 min) • Umbrella questions (10 min) • Contextual forcing, dynamics and governing equations • ETM sources and characteristics • Observation and prediction tools • ETM experiments and analyses • Part of lecture (occasionally) • Homework assignments (typically)
Lecture 2 • Discussion: Lin and Kuo 2003 • Context for understanding the Columbia River ETM: a brief introduction to the river-to-ocean system and to the SATURN/CORIE observatory (conclusion) • Introduction to governing equations
Framing the course: umbrella questions • What are ETMs? • Where do ETMs occur? • What causes ETMs? • Why are ETMs important? • How can ETMs be observed/modeled? • How do ETMs vary in time? • How do ETMs affect microbial communities, estuarine productivity and fisheries ? • How are ETMs affected by climate and human activities? • What do ETMs look like in the Columbia River estuary?
Discussion of Lin and Kuo 2003 A model study of Turbidity Maxima in the York River Estuary, Virginia Introduction Method Results Prototype simulations Diagnostic analysis Analysis of mechanisms Summary and discussion Map Figures Tables
The York River • a navigable estuary on the west side of Chesapeake Bay • approximately 64 km long • ranges in width from 1.6 km at its head to 4 km near its mouth Chesapeake Bay http://en.wikipedia.org/wiki/York_River_(Virginia)
Figure 1 “The model has 8 vertical layers, which divide the local water depth equally” pg. 1270
Equation 7 • Convergence of bottom residual flow • Tidal asymmetry • Inhibition of turbulent diffusion by stratification • Local erosion