Syllabi Home   go directly to Course Timeline Core Information Course CEE 647 Groundwater Flow Lecture 3 hours; 3 credits Fall Semester, ODU Campus Session Fall Session #1 Instructor Dr. A. Osman Akan, Professor, CEE, KH 135 Phone (757) 683-3757 Fax (757) 683-5354 e-mail <OAkan@odu.edu> Textbook and References     Required Textbook: None References: Bear, J., Hydraulics of Groundwater. McGraw-Hill Grading Policy     The best of the following combinations will be used for each individual. Tests and Final are open book and notes: Combination Test 1 (%) Test 2 (%) Project (%) Final (%) Total (%) 1 25 25 20 30 100 2 20 20 20 40 100 3 25 25 20 30 100 Attendance Policy Attendance is not required but is strongly recommended since absences can have a negative effect on the student's learning and performance. Also, a student must be present for all quizzes, tests, and examinations. Honor Code All homework, quizzes, and exams that are turned in for credit should contain either the honor code pledge written out completely, or the words "Honor Pledge" written next to your signature. Collaboration with others is permissible on homework assignments only. Tentative Course Outline   CEE 647 Groundwater Flow Lecture 3 hours; 3 credits ODU Campus Fall Session Today is Topics Class Hours 1. Introduction Types of Aquifers Aquifer Recharge Groundwater Evaportranspiration Springs Groundwater Budget 1 2. Equations of Groundwater Flow Darcy's Law Aquifer Transmissivity Aquifer Storativity Basic Continuity Equation Confined Flow Unconfined Flow Initial and Boundary Conditions 5 3. Pollutant Transport in Groundwater Transport Mechanisms Transport Equation for Nonreactive Pollutants Transport of Reactive Constituents 3 4. One-Dimensional Flow Models Seepage Through Earth Embankments Groundwater Mound Stream-Aquifer Interactions Mathematical Models 5 5. Well Hydraulics Equations of Flow in Polar Coordinates Steady Flow to a Well in a Phreatic Aquifer Steady Flow to a Well in a Leaky Confined Aquifer Unsteady Flow to a Well in a Confined Aquifer Unsteady Flow to a Well in a Phreatic Aquifer Unsteady Flow to a Well in a Leaky Confined Aquifer Partially Penetrating Wells Multiple Well Systems Wells Near Boundaries Treated by the Method of Images Recharging and Pumping Wells in Uniform Flow Pumping Tests 6 6. Mathematical Modelling of Flow in Composite Aquifers 6 7. Mathematical Modeling of Pollutant Transport 3 8. Unsaturated Zone Flow Equations Pollutant Transport Mathematical Models 5 9. Paper Presentations 6