Results
and Discussion:
The
splined volumetric water content measurements produce infiltration
curves shown in Figure 1. These smoothed curves show the general
pattern of infiltration over time.
Volumetric
water content of the upper part of the profile increases up to about
500 s. The lower part of the profile also increases but lags behind
the upper part. Based on a measured mean bulk density for the pasture
topsoil of 1.08 g/cu. cm, the porosity of this soil is approximately
0.59 and so, after 500 s, the upper part of the profile is approaching
saturation. After about 1000 s, the profile is fairly uniformly
wet throughout. It then begins to drain, with the upper part showing
more draining more than the lower part and between 5000 s and 10000
s stabilises at around 40% volumetric water content. At this point,
water is being held against gravity. The profile will be expected
to drain slightly more over the following 1 to 2 days before reaching
field capacity. The increased infiltration at a depth of 9 cm is
due to a localised layering effect in the profile, with a more porous
layer or macropore at that depth.
The
strength of the transmitted and reflected TDR pulse can be used
to calculate a quantity, Vr, which measures the attenuation of the
signal:
where
V0 is initial signal voltage, Vf is voltage of the reflected signal
when first detected and Vi is minimum signal voltage. These three
values can be determined from the TDR wave form. The greater the
signal attenuation, Vr, the greater the salt concentration in the
soil water.
Figure
2 below shows signal attenuation, vr, over time at each probe depth.
The 1 cm depth probe failed between 420 s and 900 s, so the peak
for a depth of 1 cm is too far to the right. The plots for depths
of 5 cm, 9 cm and 13 cm show peaks after approximately 730 s, 830
s and 950 s respectively. These peaks indicate the passage of the
pulse of saline solution through those depths. These peaks can be
compared with the raw TDR volumetric water content readings shown
in Figure 3. There are corresponding peaks in the plot in Figure
3 at 5 cm and 9 cm, although for the latter the TDR reading peak
occurs slightly earlier. At 13 cm, the TDR peak is slight and at
17 cm no peak is discernable.

Figure
2 Signal attenuation over time

Figure
3 Raw TDR volumetric water content readings
The
two plots show the effect on TDR volumetric water content readings
of a saline soil solution. The increased electrical conductivity
of the soil solution caused by the added saline water causes the
dielectric constant of the soil solution to increase. Hence, the
TDR reading, calculated from the equation of volumetric water content
as a function of the dielectric constant, given in the ‘Time
domain reflectometry’ section, increases in response to the
saline soil solution. This reading gives the combined effect of
the increased volumetric water content itself and increased salinity
of the soil solution.
From
the peaks discussed above on Figure 2, the speed at which the saline
pulse moves downwards through the profile can be estimated and is
approximately 2.2 cm/min.
Information
on solute movement through soil is useful in agriculture in relation
to liquid fertiliser application. Knowing the rate at which fertiliser
infiltrates can be helpful in timing applications depending on the
age and hence root length of plants. Such information is also useful
in determining the effect on fertiliser movement through the profile
of rain after application. In the context of chemical spills onto
soil or contamination of soil by liquids, such information is also
clearly very useful.
This
experiment is advantageous as it determines the rate of wetting
front movement within a soil when solutes are present and at possibly,
influential concentrations. This process is desirable to irrigators
whom are using salty water or have salt effected land and therefore
wish to determine the amount of water being lost to groundwater
as recharge or more significantly, remaining within the soil profile
and affecting plant growth.
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