Dealing with salinity in Wheatbelt Valleys - Department of Water
Dealing with salinity in Wheatbelt Valleys - Department of Water
Dealing with salinity in Wheatbelt Valleys - Department of Water
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(1997) later ref<strong>in</strong>ed the relationship between aquifers<br />
and <strong>sal<strong>in</strong>ity</strong> <strong>in</strong>to ten models. They concluded that<br />
local-scaled regolith or saprock aquifers were<br />
dom<strong>in</strong>ant, although <strong>in</strong>termediate-scaled sedimentary<br />
systems were common <strong>in</strong> valleys. Clarke et al.<br />
(2000) showed that the K sat <strong>of</strong> the saprock aquifer<br />
and <strong>in</strong>tensely weathered aquitard was similar <strong>in</strong><br />
western areas (Woolbelt). Clarke also found that <strong>in</strong><br />
palaeo-valleys <strong>in</strong> the western areas, the lower sandrich<br />
palaeochannel aquifer has a K sat ~300 times<br />
higher (~3 m/d) than the lacustr<strong>in</strong>e aquiclude<br />
(Clarke et al, 2000). These are similar to those<br />
found by Salama (1997; 3–6 m/d) <strong>in</strong> the Avon<br />
palaeochannel and George & Dogramaci (2000;<br />
5 m/d) <strong>in</strong> the Toolib<strong>in</strong> palaeochannel.<br />
Groundwater velocities are typically very low. Given<br />
typical hydraulic conductivities (0.5–5 m/day) and<br />
gradients (1:1000–1:10,000) for wheatbelt valley<br />
sediments, flow velocities <strong>in</strong> the deeper saprolite and<br />
sedimentary aquifers <strong>of</strong> about 0.1 m per year are<br />
considered likely. Under exceptional circumstances,<br />
<strong>in</strong> surface sediments, where there is a high<br />
permeability (> 1.0 m/day), and gradient (0.005),<br />
velocities may <strong>in</strong>crease to 5 m/yr. For velocities <strong>of</strong><br />
greater than this either the permeability must be<br />
very high (soil macropores) or the gradient <strong>in</strong>creased<br />
by <strong>in</strong>tervention (dra<strong>in</strong>age or pump<strong>in</strong>g).<br />
Hydrology and <strong>sal<strong>in</strong>ity</strong> <strong>of</strong> wheatbelt valleys<br />
The magnitude <strong>of</strong> recharge to wheatbelt valleys is<br />
not known <strong>with</strong> precision although several authors<br />
have attempted to estimate it. McFarlane et al.<br />
(1989) used hydrograph analysis to determ<strong>in</strong>e that<br />
recharge <strong>in</strong> valley sediments was at least as significant<br />
as that on hillslopes, record<strong>in</strong>g rates <strong>of</strong> 35 mm/yr at<br />
Toolib<strong>in</strong>. George et al. (1991) <strong>in</strong> review<strong>in</strong>g recharge<br />
processes from a range <strong>of</strong> wheatbelt sites agreed,<br />
and concluded that recharge occurred everywhere<br />
that discharge did not and that even <strong>in</strong> these areas, it<br />
could alternate between seasons. They further<br />
showed that episodic recharge is critical, a subject<br />
Lewis (2001) has comprehensively reviewed.<br />
A range <strong>of</strong> techniques (chloride, water balance and<br />
hydrograph) was used to estimate the relative<br />
magnitude <strong>of</strong> recharge between catchments and<br />
landforms <strong>in</strong> wheatbelt valleys (George 1992b). He<br />
concluded that recharge from uncleared catchments<br />
was typically <strong>of</strong> the order <strong>of</strong> 0.05 mm/yr, while for<br />
the same catchments, recharge <strong>in</strong>creased to be<br />
between 6 and 10 mm/yr. after clear<strong>in</strong>g. Recharge<br />
was highest <strong>in</strong> upland (e.g. Danberr<strong>in</strong> and Ulva soil<br />
associations) and sandy surface valley soils (e.g.<br />
– 3 –<br />
George and Coleman<br />
Colgar, Belka) and least <strong>in</strong> clay-rich soils (e.g.<br />
Merred<strong>in</strong> and Booraan surfaces).<br />
Recharge to valley sediments also takes place<br />
laterally, either directly from connected fluvial<br />
sequences <strong>of</strong> sediments or from depth, where<br />
groundwater from adjo<strong>in</strong><strong>in</strong>g saprock and potentially<br />
fractured rock systems enters sedimentary aquifers<br />
(Salama et al. 1993; Salama 1997). The degree <strong>of</strong><br />
<strong>in</strong>terconnectedness has not been assessed <strong>in</strong> detail;<br />
however modell<strong>in</strong>g at Toolib<strong>in</strong> (George & Dogramaci<br />
2000) suggests saprock and palaeochannel aquifers,<br />
and at Merred<strong>in</strong> (Matta 2000) saprock and overly<strong>in</strong>g<br />
sediments are both well connected and respond to<br />
pump<strong>in</strong>g.<br />
Groundwater discharge from valley sediments has<br />
also never been measured directly. In only one<br />
experiment known to the authors, Greenwood &<br />
Beresford (1980) used ventilated chambers to<br />
document the 'water use' (discharge) <strong>of</strong> bare soil<br />
near Kellerberr<strong>in</strong>. They measured rates <strong>of</strong> the order<br />
<strong>of</strong> 0.4 mm/d <strong>in</strong> summer (equated to 80 mm/yr) at a<br />
site where saltbush was grow<strong>in</strong>g. George (1992a)<br />
calculated potential discharge rates from<br />
piezometers (calculated vertical flux), conclud<strong>in</strong>g<br />
rates <strong>of</strong> between 50 and 230 mm/yr. Us<strong>in</strong>g a water<br />
balance approach, George (1992b) <strong>in</strong>dicated that if<br />
the effective discharge rates were 80 mm/yr (~3%<br />
<strong>of</strong> pan evaporation rates), the entire recharge to the<br />
Wallat<strong>in</strong> Creek catchment (i.e. water added annually<br />
to the groundwater) could be lost from 12%<br />
(2880 ha) <strong>of</strong> the catchment.<br />
Furthermore, from first pr<strong>in</strong>ciples, at equilibrium<br />
recharge will equal discharge and as catchment<br />
average recharge is about 20 mm/yr, and the<br />
potential discharge area is 20–30% <strong>of</strong> the landscape,<br />
average discharge rates will be no more than<br />
100 mm, a number similar to that estimated above.<br />
This low flux rate has significant implications for<br />
<strong>sal<strong>in</strong>ity</strong> management, as we will discuss later.<br />
The effect <strong>of</strong> the imbalance between recharge and<br />
discharge can be measured by monitor<strong>in</strong>g trends <strong>in</strong><br />
groundwater levels. In wheatbelt valleys, landholder<br />
groups and government, typically us<strong>in</strong>g shallow<br />
piezometers or observation wells, are monitor<strong>in</strong>g<br />
trends <strong>in</strong> water levels. Short & McConnell (2001)<br />
documented trends <strong>in</strong> deep bores across the entire<br />
agricultural area. They concluded that where the<br />
watertable was <strong>with</strong><strong>in</strong> 2 m <strong>of</strong> the soil surface, there<br />
was <strong>of</strong>ten no trend (water levels neither rose nor fell<br />
from their 1–2 m position). However, where<br />
watertables were greater than 2–5 m below the soil