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Neural Networks Prediction of Soil Hydraulic Functions for Alluvial Soils Using Multistep Outflow Data

B. Minasnya, J. W. Hopmans*,b, T. Harterb, S. O. Echingc, A. Tulid and M. A. Dentonb

a Faculty of Agriculture, Food, and Natural Resources, McMillan Building A05, The Univ. of Sydney, NSW 2006, Australia
b Hydrology Program, Dep. of Land, Air, and Water Resources, 123 Veihmeyer Hall, Univ. of California, Davis, CA 95616
c Dep. of Water Resources, Water Use Efficiency Office, 901 P Street, Third Floor, P.O. Box 942836, Sacramento, CA 94236-0001
d Dep. of Environmental Sci., 2217 Geology Building, Univ. of California, Riverside, CA 92521



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Fig. 1. Particle size distribution of the training dataset. To determine soil type, find intersection of lines, parallel to main coordinate axes.

 


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Fig. 2. (a) Soil-water retention, and (b) unsaturated hydraulic conductivity curves of the training dataset, making distinction between Long Term Research on Agricultural Systems (LTRAS), Kearney, and Diener datasets. {theta}, water content; h, soil-water matric head; K, hydraulic conductivity.

 


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Fig. 3. Measured vs. predicted (a) water retention and (b) unsaturated hydraulic conductivity data when five input parameters are used (sand, silt, clay, bulk density, and saturated water content). {theta}, water content; K, hydraulic conductivity.

 


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Fig. 4. Examples of measured (dots) and predicted (solid line) soil hydraulic functions with five input parameters. The dashed lines span the 95% confidence interval of the predictions. The comparison is presented for (a) Long Term Research on Agricultural Systems (LTRAS) silt loam, (b) Kearney sand, and (c) Diener loam. {theta}, water content; h, soil-water matric head; K, hydraulic conductivity; RMSR, root mean squares of residuals.

 


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Fig. 5. Box plots of RMSR values for different neural network models predicting (a) water retention, and (b) unsaturated hydraulic conductivity. The box plots summarize the distribution of root mean squares of residuals (RMSR). The horizontal line in each box signifies the median value, whereas top and bottom of the box represent the 25th and 75th quantiles. The whiskers extend from the ends of the box to the outermost data point that falls within the distances of upper quartile + 1.5 (interquartile range), and lower quartile – 1.5 (interquartile range), respectively. {theta}, water content; K, hydraulic conductivity.

 


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Fig. 6. Sensitivity analysis of various input data (horizontal axis) to soil hydraulic parameters (vertical axis). {theta}–100, water retention at a matric head value of –100 cm; {theta}r, residual water content; {theta}s, saturated water content; {rho}b, bulk density; K, hydraulic conductivity.

 





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