Periodically changing boundary conditions influence the water flow at
the interface of the unsaturated/saturated zone. In this study we inve
stigate periodically time-variant lower boundary conditions in a one-d
imensional soil column with a water table, using numerical solutions o
f Richards equation. The signals used for the simulations are triangul
ar and rectangular wave functions as well as a sine function with peri
ods ranging from minutes to years and amplitudes of 25, 50, and 100 cm
. The upper boundary was described by a zero or a constant downward fl
ux of 0.01 and 1.0 cm d(-1). The hydraulic properties were described b
y the van Genuchten-Mualem model with parameters representing soils fr
om the textural classes sand, loamy sand, sandy loam, and loam. Water
content and pressure head profiles exhibited sharper fronts for upward
movement of the water table than for downward movement. This also res
ulted in asymmetric variations of matric head and saturation as a func
tion of time. By analyzing the simulation results in terms of the maxi
mum, minimum, and average height of the water table, we have shown tha
t the water table was strongly damped for the upward movement but weak
ly damped for the downward movement. We present a criterion for determ
ining the period and amplitude of the boundary condition in which the
damping of the water table movement is negligible. The unsaturated zon
e above the water table was characterized by the height at which the w
ater flow changed from a transient to a steady state. By applying scal
ing [Youngs, E.G., 1990. Application of scaling to soil-water movement
considering hysteresis. In: Elrick, D.E., Hillel, D. (Eds.), Scaling
in Soil Physics, Principles and Applications. SSSA Special Publication
No. 25, pp. 23-37] and using a macroscopic length scale derived from
steady unsaturated water flow, we found that the variation of the simu
lation results caused by textural differences was greatly reduced. (C)
1998 Elsevier Science B.V. All rights reserved.