Abstract. Using numerically generated data, we previously showed that it is theoretically possible to estimate the soil hydraulic functions from the cumulative infiltration curve measured with a tension disc infiltrometer at several consecutive tensions, provided that estimates of the initial and final water contents are available. In this study we used two field data sets to obtain the soil hydrau­lic functions by parameter estimation. Our inverse proce­dure combined the Levenberg-Marquardt nonlinear para­meter optimization method with a numerical solution of the axisymmetric variably-saturated flow equation. We used a disc permeameter with a radius of 10 cm and applied consecutive tensions of-20, -10, and -3 cm. The average initial water content of the soil was 0.077 cm³cm^-3 and the final water contents below the disc were approximately 0.24 and 0.27 cm³cm^-3 for two runs. This is about 0.11 and 0.08 cm³cm^-3 lower than the saturated water con­tent as measured in the laboratory. The objective function for parameter estimation was defined in terms of the cumulative infiltration curve and the final water content. Alternatively, we added into the objective function two values of the unsaturated conductivity obtained using Wooding's analytical solution. Unsaturated soil hydraulic conductivities obtained using the inverse solution com-pared closely with those resulting from Wooding's analysis. However, relatively large differences were found between retention parameters obtained with the inverse solution and those measured independently in the labora­tory. Simulations using soil hydraulic parameters deter-mined in the laboratory did not accurately reproduce the field infiltration experiment.