[L3] Solid water storage & percolation / EEE

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Last updated 5:35 PM on 10/13/26
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36 Terms

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Unsaturated zone

  • portion of the subsurface above of the groundwater table

  • rock and soil contains air as well as water in its pores

  • important capacity to distribute the incoming flux of precipitation into 3 outgoing fluxes: overland flow, recharge & evapo(transpi)ration + provides water storage capacity


<ul><li><p>portion of the subsurface above of the groundwater table</p></li><li><p>rock and soil contains air as well as water in its pores</p></li><li><p>important capacity to distribute the incoming flux of precipitation into 3 outgoing fluxes: <strong>overland flow, recharge &amp; evapo(transpi)ration</strong> + provides water storage capacity</p></li></ul><p></p>
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Soil

  • most active part of the unsaturated zone


Formed by both:

  • disintegration and decomposition of rocks by physical and chemical processes

  • activity and accumulation of residues of numerous plants and animals


→ is a complex mixture of solids (rock + organic material), liquids and gases

<ul><li><p>most active part of the unsaturated zone </p></li></ul><p></p><p>Formed by both:</p><ul><li><p>disintegration and decomposition of rocks by <strong>physical and chemical processes</strong> </p></li></ul><ul><li><p><strong>activity </strong>and <strong>accumulation </strong>of residues of numerous plants and animals </p></li></ul><p></p><p>→ is a complex mixture of solids (rock + organic material), liquids and gases</p>
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Density of solids (Soil Hydrophysical properties)


<p></p>
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Dry bulk density (Soil Hydrophysical properties)

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Total bulk density (Soil Hydrophysical properties)

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Porosity (Soil Hydrophysical properties)

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Void ratio (Soil Hydrophysical properties)

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Interrelating formula (Soil Hydrophysical properties)

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Volumetric moisture content

  • apply to soil & underlying (unconsolidated & consolidated sediments & rocks)


<ul><li><p>apply to soil &amp; underlying (unconsolidated &amp; consolidated sediments &amp; rocks)</p></li></ul><p></p>
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Gravimetric moisture content

  • apply to soil & underlying (unconsolidated & consolidated sediments & rocks)


<ul><li><p>apply to soil &amp; underlying (unconsolidated &amp; consolidated sediments &amp; rocks)</p></li></ul><p></p>
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Interrelating water / moisture content formula

  • apply to soil & underlying (unconsolidated & consolidated sediments & rocks)


<ul><li><p>apply to soil &amp; underlying (unconsolidated &amp; consolidated sediments &amp; rocks)</p></li></ul><p></p>
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Types of porosity

  • structure determines porosity & other hydraulic properties


<ul><li><p>structure determines porosity &amp; other hydraulic properties</p></li></ul><p></p>
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Categories of hydraulic properties

physical properties = easy to obtain → need soil hydraulic properties to understand movement and storage of water & solutes


2 categories:

  • Storage

  • Transmission


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Storage

the soil moisture characteristic, 𝜃(𝜓)

→ how much water the soil holds at a given matric potential; also called the water retention curve


𝜃 = volumetric moisture content

𝐾 = hydraulic conductivity

𝜓 = the matric potential (< 0) or matric suction (> 0)

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Transmission

the hydraulic conductivity function, 𝐾(𝜓)

how readily the soil passes water at a given matric potential; it falls steeply as the soil dries


𝜃 = volumetric moisture content

𝐾 = hydraulic conductivity

𝜓 = the matric potential (< 0) or matric suction (> 0)

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Energy of water in the soil

  • fluid potential for flow through porous media = mechanical energy per unit mass of fluid


Water flows region of high potential → low potential

  • In soil → determined by potential, kinetic and elastic energy

  • In unsaturated zone → kinetic & elastic energy can be neglected.


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Forces that determine potential energy

Capillarity

  • a result of the surface tension at the interface between soil air, soil water and solids


Adsorption

  • on the surfaces of soil particles, due to electrostatic forces attaching the polar water molecules to the charged faces of the solids


Osmosis

  • from solutes in the water - much less important, but can matter (e.g. saline water around roots)


Gravity

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Soil water potential

potential energy of soil water relative to water in a standard reference state


(determined by combination of capillary, adsorption, osmosis & gravity)

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Capillarity

  • definition

  • formula


Tendency of a liquid in a capillary tube to rise or fall as a result of differences in surface tension between the solid/liquid and the solid/gas interface.


Most solids: solid/water interface surface tension < solid/air interface → water is “pulled up” against gravity


<p>Tendency of a liquid in a capillary tube to rise or fall as a result of differences in surface tension between the solid/liquid and the solid/gas interface. </p><p></p><p>Most solids: solid/water interface surface tension &lt; solid/air interface → water is “pulled up” against gravity</p><p></p>
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Soil matric potential

Potential energy of water related to capillary retention pm Pa[𝑀𝐿−1𝑇−2].

  • also expressed as head of water m [L]


Soil pore spaces = analogous to capillary tubes → soil retains water against the force of gravity

Effect decreases rapidly w/ increasing radius → water is retained more strongly in small pores than in large ones


Pressure head associated w/ capillarity is always negative relative to the reference position outside the soil → can be referred to as matric suction (> 0)

<p>Potential energy of water related to capillary retention p<sub>m</sub> Pa[𝑀𝐿<sup>−1</sup>𝑇<sup>−2</sup>].</p><ul><li><p>also expressed as head of water m [L]</p></li></ul><p></p><p>Soil pore spaces = analogous to capillary tubes → soil retains water against the force of gravity</p><p>Effect decreases rapidly w/ increasing radius → water is retained more strongly in small pores than in large ones</p><p></p><p>Pressure head associated w/ capillarity is always negative relative to the reference position outside the soil → can be referred to as matric suction (&gt; 0)</p>
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Soil moisture characteristic (= water retention curve)

Empirical relation between 𝜓 (a function of the soil pore size distribution) & volumetric water content 𝜃.


<p>Empirical relation between 𝜓 (a function of the soil pore size distribution) &amp; volumetric water content 𝜃.</p><p></p>
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Wilting point

the maximum suction that plants can apply to extract water from the soil (around 15 bar or 15000 cm)

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Field capacity

excess water has drained away; beyond this point the soil will not drain further because retention forces exceed the gravitational force (0.33 bar or 330 cm)

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Saturation point

The maximum soil water content; all pores are filled (0 bar or 0 cm).

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Matric suction = 0

the soil is completely saturated (e.g. after a rain event) → the soil volume is entirely filled with water and solids.


External force is applied → air gradually replaces the water

  • water w/ the lowest retention (in the largest pores) is released first


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Movement of soil water

Soil water moves from regions of high total potential → regions of lower potential

Driving force = gravity while water is retained by the matric potential

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Hydraulic head

Potential mechanical energy per unit weight of fluid relative to a datum.

<p>Potential mechanical energy per unit weight of fluid relative to a datum.</p>
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Darcy’s law, unsaturated

hydraulic head related to flux of water through the soil


where 𝐾(𝜃) is the hydraulic conductivity [𝐿𝑇−1]

∇ℎ the hydraulic head gradient in three dimensions


In saturated conditions → 𝐾(𝜃) = the saturated conductivity 𝐾𝑠

At the soil surface → is the soil’s infiltration capacity


𝑞 is a flux through bulk area, not the speed of the water: the water itself moves faster, 𝑣𝑝 = 𝑞/𝑛e

<p>hydraulic head related to flux of water through the soil</p><p></p><p>where 𝐾(𝜃) is the hydraulic conductivity [𝐿𝑇−1] </p><p>∇ℎ the hydraulic head gradient in three dimensions</p><p></p><p>In saturated conditions → 𝐾(𝜃) = the saturated conductivity 𝐾<sub>𝑠</sub></p><p>At the soil surface → is the soil’s infiltration capacity</p><p></p><p>𝑞 is a flux through bulk area, not the speed of the water: the water itself moves faster, 𝑣<sub>𝑝</sub> = 𝑞/𝑛<sub>e</sub></p>
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Hydraulic conductivity & matric potential

water moves quicker through larger pores than smaller pores

suction applied → larger pores empty first → forces water to flow through smaller pores


shape of curve depends on pore distribution → sandy soils usually have larger pores than clayey soils therefore higher conductivity near saturation


curve is empirical → can’t be derived analytically

<p>water moves quicker through larger pores than smaller pores</p><p>suction applied → larger pores empty first → forces water to flow through smaller pores</p><p></p><p>shape of curve depends on pore distribution → sandy soils usually have larger pores than clayey soils therefore higher conductivity near saturation</p><p></p><p>curve is empirical → can’t be derived analytically</p>
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Macroscopic implications

Flow in the unsaturated zone = predominantly vertical under the influence of gravity → recharges the saturated zone, causing the water table (= phreatic surface) to move


→ may cause pressure gradients which force water to flow horizontally

<p>Flow in the unsaturated zone = predominantly vertical under the influence of gravity → recharges the saturated zone, causing the water table (= phreatic surface) to move</p><p></p><p>→ may cause pressure gradients which force water to flow horizontally</p>
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Generation of overland flow

  1. No overland flow


  1. Infiltration-excess: rainfall intensity i > infiltration capacity f


  1. Saturation-excess: rain falls on the ground already saturated from below


<ol><li><p>No overland flow</p></li></ol><p></p><ol start="2"><li><p>Infiltration-excess: rainfall intensity i &gt; infiltration capacity f</p></li></ol><p></p><ol start="3"><li><p>Saturation-excess: rain falls on the ground already saturated from below</p></li></ol><p></p>
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Contribution to stormflow & baseflow

quickflow = rainfall slides over ground

baseflow = rainfall infiltrates

<p>quickflow = rainfall slides over ground</p><p>baseflow = rainfall infiltrates</p>
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Model of the unsaturated zone

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Gravimetric determination (Measuring of soil water)

  1. a soil sample of known volume (𝑉𝑇) is removed from the ground w/ a soil auger

  2. sample is weighed (𝑀𝑇)

  3. sample is then dried in an oven w/ the temperature controlled between 100 and 110∘C until the final weight (𝑀𝑆) is constant

  4. calculate 𝜃G

  5. calculate dry bulk density 𝜌𝑑 = 𝑀𝑆 / 𝑉T

  6. knowing pw (1gcm-3) volumetric water content 𝜃 can be calculated


<ol><li><p>a soil sample of known volume (𝑉𝑇) is removed from the ground w/ a soil auger</p></li><li><p>sample is weighed (𝑀<sub>𝑇</sub>)</p></li><li><p>sample is then dried in an oven w/ the temperature controlled between 100 and 110∘C until the final weight (𝑀𝑆) is constant</p></li><li><p>calculate 𝜃<sub>G</sub></p></li><li><p>calculate dry bulk density 𝜌<sub>𝑑</sub> = 𝑀<sub>𝑆 </sub>/ 𝑉<sub>T</sub> </p></li><li><p>knowing pw (1gcm<sup>-3</sup>) volumetric water content 𝜃 can be calculated</p></li></ol><p></p>
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Time domain reflectometry (TDR)

originally developed to detect faults in electric cables → now a widely applied method to measure soil moisture

  • dielectric constant of soil depends strongly on its water content ← is determined from the travel time of an electromagnetic wave along two or more parallel metal rods in the soil

  • main advantage = TDR already integrates 𝜃 over the length of the probe


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Field methods

Experimental design to measure overland flow as a proportion of precipitation.

  • Vertical plates isolate a plot so that neither overland nor subsurface flow enters it from outside

  • Gutters at the foot collect what leaves it