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Continuous Flow Method for Rapid Measurement of Soil Hydraulic Properties

I. Experimental Considerations

G. L. Butters* and P. Duchateau

Department of Soil and Crop Sciences and Department of Mathematics, Colorado State University, Fort Collins, CO


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Fig. 1. Experimental set-up for continuous flow method.

 




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Fig. 2. Errors in the directly estimated hydraulic conductivity near saturation (h < -20 cm) in three hypothetical soils. Contours represent Kestimated/Kactual as a function of soil length (L) and the rate of lower boundary pressure change ({Delta}P). The K({theta}) and {theta}(h) of the simulated soils were represented using van Genuchten forms (Eq. [2]).

 




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Fig. 3. Direct estimation of K(h) and {theta}(h) in three hypothetical soils. In each case, L = 3 cm and the lower boundary pressure change was -1 cm min-1. The K({theta}) and {theta}(h) of the simulated soils were represented using van Genuchten forms (Eq. [2]) with parameters in Table 1.

 


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Fig. 4. Inverse recovered {theta}(h) in a hypothetical silty clay loam ({theta}s = 0.43, {theta}r = 0.089, {alpha} = 0.01 cm-1, n = 1.23, Ks = 0.001167 cm min-1, and {ell} = 0.5) with varying degrees of random error in the simulated data. No independent {theta} or K values were included in inverse data and all parameters were floated except as indicated.

 




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Fig. 5. The near saturation water pressure, air pressure, and water flow (downward negative) in (a) a structured sandy clay loam field sample, L = 3.2 cm; (b) a repacked silty clay loam, L = 2.7 cm; and (c) a repacked loam, L = 6 cm. Air pressure (gauge) was measured in an artificial cavity at z (cm) above the lower boundary as indicated.

 




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Fig. 6. The direct and inverse estimated draining {theta}(h) and K(h) in (a) a structured sandy clay loam field sample, L = 3.2 cm; (b) a repacked loam, L = 2.5 cm; and (c) a repacked fine sand, L = 2.5 cm. The open markers indicate direct estimates prior to air-entry. Solid triangle is independently measured {theta}s.

 


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Fig. 7. Effect of drainage rate on the estimated {theta}(h) for a nonstructured (repacked) silty clay loam and (b) a structured sandy clay loam. Parameter estimates for each soil and drainage rate are listed in Table 3.

 


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Fig. 8. The direct, inverse, and equilibrium draining {theta}(h) in a structured sandy clay loam field sample (L = 3.5 cm) and a structured clay loam field sample (L = 3.5 cm).

 


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Fig. 9. Effect of measurement range and inclusion of {theta} (1.5 MPa) on inverse estimation of {theta}(h) in a structured sandy clay loam field soil.

 




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Fig. 10. Effect of measurement range and model representation on inverse estimation of {theta}(h) and K(h) in a repacked silty clay loam (L = 2.7).

 





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