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Steady State Drainage Department of Agricultural and Biological Engineering University of Illinois at Urbana-Champaign.

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Presentation on theme: "Steady State Drainage Department of Agricultural and Biological Engineering University of Illinois at Urbana-Champaign."— Presentation transcript:

1 Steady State Drainage Department of Agricultural and Biological Engineering University of Illinois at Urbana-Champaign

2 Darcy’s Law h1 L h2 q: [L/T] K: [L/T] L, h: [L]

3 Water Air Bubbles Soil Bubbling tube Water inlet tubes Storage tube
Air at atmospheric pressure Water level fixed by bubbling tube Outlet tube Soil Air seal plug Outlet holes

4 Bubbling Tube Mariotte Bottle Soil Inner Cylinder Outer Cylinder

5 q EQUIVALENT K FOR VERTICAL FLOW D = D1 + D2 +...+Dn
H1 H2 H3 Hn Hn+1 K1 K2 Kn D1 D2 Dn q When flow is perpendicular to a series of soil layers, the flux through each layer is the same. D = D1 + D Dn

6 3 ft K = 3 ft/d 9 ft Ke? 4 ft K = 2 ft/d 2 ft K = 4 ft/d

7 L EQUIVALENT K FOR HORIZONTAL FLOW Ha Hb
When flow is parallel to a series of soil layers, the discharge through unit thickness of the system is the sum of the discharges through the layers.. K1 D1 Q1 K2 D2 Q2 Kn Dn Qn

8 Hooghoudt Equation m 2r h de d S IMPERMEABLE LAYER

9 Hooghoudt Equation

10 Estimating Spacing using The Hooghoudt Equation
i = Drainage Coefficient

11

12 For drainage design the following information is available:
depth of tile = 1.2 m; depth to water table = 0.8 m; depth to impermeable layer = 7.2 m; drainage coefficient = m; hydraulic conductivity = 0.8 m/day. Estimate the required drain spacing

13 Kirkham Equation IMPERMEABLE LAYER h b d S 2r t

14 Kirkham Equation


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