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Introduction to Soil Chemistry

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potentiometry (electrodes in soil measurements) 103<br />

oxidizing, electron accepting, agents. Likewise, there are a number of reducing,<br />

electron donating agents; chief among these is hydrogen. Generally speaking,<br />

in soil reduced species are more soluble and more easily removed from<br />

the soil. For this reason the oxidation–reduction condition of a soil sample can<br />

be important in any extraction or analytical procedure.<br />

In accessing the redox potential it is also essential <strong>to</strong> know the pH of the<br />

medium being analyzed. There is a direct relationship between pH and the<br />

potential measured:<br />

E =-59.16mV ¥ pH<br />

For each unit of increase in pH (decrease in H + ), there is a decrease in millivoltage.<br />

In soil, this simple equation does not hold because it does not take<br />

in<strong>to</strong> account the complex electrical characteristics of soil and thus cannot be<br />

used in soil analysis. However, it does illustrate the fact that any measurement<br />

or consideration of the oxidation–reduction situation in soil must also take<br />

in<strong>to</strong> account the soil’s pH.<br />

In soil stable redox reactions occur between the limits of the oxidation and<br />

reduction of water as shown in Figure 5.3. The y axis (ordinate) shows millivolts<br />

(mV); the x axis (ordinate), pH. Chemists and physical chemists will use<br />

these two terms in describing what happens in a redox reaction. Environmental<br />

and soil chemists will refer <strong>to</strong> the measured voltage [expressed in millivolts<br />

(mV)] as Eh; thus these types of graphs are called Eh–pH diagrams. Eh<br />

is defined by the Nernst equation [equation (5.3a)], which can be simplified <strong>to</strong><br />

equation (5.3b) when the activities of (Red) and (Ox) are equal. Many redox<br />

couples have the relationship shown in equation (5.3c), and thus their reactions<br />

as electron accep<strong>to</strong>rs or donors is straightforward (however, in soil significant<br />

variations from this simple relationship exist where m π n):<br />

0<br />

( d)<br />

Eh = Eh -<br />

+ ( Ox) ( H )<br />

RT Re<br />

ln<br />

0 m<br />

Eh = Eh - 0 059pH<br />

n .<br />

m<br />

n<br />

+ H<br />

= = 1 -<br />

e<br />

nF n m<br />

(5.3a)<br />

(5.3b)<br />

(5.3c)<br />

where Eh 0 = standard electrode potential<br />

R = gas constant<br />

T = absolute temperature<br />

n = number of electrons<br />

F = Faraday constant<br />

(Red),(Ox),(H + ) = concentrations of reduced, oxidized species, and hydrogen<br />

ion, respectively

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