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Regional Groundwater Flow. I. Introduction A. Diagram. “ the water table is a subdued replica of the surface topography”. II. Groundwater Flow Patterns. GW Divide. II. Groundwater Flow Patterns. GW Divide. II. Groundwater Flow Patterns. Hinge Line. Recharge Zone. Discharge Zone.
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I. Introduction A. Diagram “ the water table is a subdued replica of the surface topography”
GW Divide II. Groundwater Flow Patterns
GW Divide II. Groundwater Flow Patterns Hinge Line
Recharge Zone Discharge Zone Discharge Zone GW Divide II. Groundwater Flow Patterns Hinge Line
Effects of Topography Toth systems of flow local intermediate regional
V. Flow System Mapping (recharge and discharge zones)
V. Flow System Mapping (recharge and discharge zones) • Topography
V. Flow System Mapping (recharge and discharge zones) • Topography • Piezometer Trends
V. Flow System Mapping (recharge and discharge zones) • Topography • Piezometer Trends • Hydrochemical Trends
V. Flow System Mapping (recharge and discharge zones) • Topography • Piezometer Trends • Hydrochemical Trends • Environmental Isotopes
V. Flow System Mapping (recharge and discharge zones) • Topography • Piezometer Trends • Hydrochemical Trends • Environmental Isotopes • Soil, Vegetation and Land Surface Features
VI. Salt Water Encroachment A. The problem
VI. Salt Water Encroachment B. Possible Solutions 1. modification of pumping pattern
VI. Salt Water Encroachment B. Possible Solutions 2. artificial recharge
VI. Salt Water Encroachment B. Possible Solutions 1. modification of pumping pattern 2. artificial recharge 3. pumping troughs 4. freshwater ridge (injection barrier) 5. subsurface barrier
VI. Salt Water Encroachment C. Predicting the Intrusion Ghyben-Herzberg Principle z(x,y) = ρw * h(x,y) ρs - ρw
VI. Salt Water Encroachment C. Predicting the Intrusion Ghyben-Herzberg Principle z(x,y) = ρw * h(x,y) ρs - ρw If ρs = 1.025; ρw = 1.000 then z(x,y) = 40h(x,y)