Several decades ago it was assumed that the 'activity ratio' between the K ^{+} activity and the Ca^{2+}
plus Mg^{2+} activities in the soil solution would describe the K^{+} availability in soils according to the
equation (102)
AR = K ^{+}/√(Ca^{2+} Mg^{2+})
In diluted solutions such as the soil solution, the K ^{+} activity is approximately the K^{+} concentration.
It was found that this activity ratio does not reflect the K^{+} availability for plants (103). Of
utmost importance for the K^{+} availability is the K^{+} concentration in the soil solution. The formula
of the AR gives only the ratio and not the K^{+} activity or the K^{+} concentration. The K^{+} flux in soils depends on the diffusibility in the medium, which means it is strongly dependent on soil moisture
and on the K^{+} concentration in the soil solution, as shown in the following formula (104):
J = D _{1} (dc_{1}/dx) + D_{2}(dc_{2}/dx) + c_{3}v;
where J is the K ^{+} flux toward root surface, D1 the diffusion coefficient in the soil solution, c1 the
K^{+} concentration in the soil solution, D2 the diffusion coefficient at interlayer surfaces, c2 the K^{+}
concentration at the interlayer surface, x the distance, dc/dx the concentration gradient, c3 the K^{+}
concentration in the mass flow water, and v the volume of the mass flow water.
Growing roots represent a strong sink for K ^{+} because of K^{+} uptake. Generally the K^{+} uptake
rate is higher than the K^{+} diffusion, and thus a K^{+} depletion profile is produced with lowest K^{+}
concentration at the root surface (106), as shown in Figure 4.11. This K^{+} concentration may be as
low as 0.10 �M, whereas in the equilibrated soil solution K^{+}, concentrations in the range of 500
�M prevail. Figure 4.11 shows such a depletion profile for exchangeable K^{+}. From this figure it is
also clear that higher the value of dc/dx the higher the level of exchangeable K^{+} (106). The K^{+}
concentration at the root surface is decisive for the rate of K^{+} uptake according to the following
equation (107):
Q = 2Πaa ct
where Q is the quantity of K ^{+} absorbed per cm root length, a the root radius in cm, ^{+} the K^{+}-absorbing power of the root, c the K^{+} concentration at the root surface, and t the time of nutrient absorption.
The K ^{+}-absorbing power of roots depends on the K^{+} nutritional status of roots; plants well supplied
with K^{+} have a low absorbing power and vice versa. In addition, absorbing power depends also
on the energy status of the root, and a low-energy status may even lead to K^{+} release by roots (19). The
K^{+} concentration at the root surface also depends on the K^{+} buffer power of soils, which basically
means the amount of adsorbed K^{+} that is in an equilibrated condition with the K^{+} in solution.
The K^{+} buffer power is reflected by the plot of adsorbed K^{+} on the K^{+} concentration of the equilibrated soil solution, as shown in Figure 4.12. This relationship is known as the Quantity/Intensity relationship.
(Q/I relationship) in which the quantity represents the adsorbed K ^{+} (hydrated + nonhydrated K^{+}), andthe intensity represents the K^{+} concentration in the equilibrated soil solution. As can be seen from
Figure 4.12, the quantity per unit intensity is much higher for one soil than the other, and the 'high' soil
has a higher potential to maintain the K^{+} concentration at the root surface at a high level than the
'medium' soil. |

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