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soil - Lublin

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swelling and shrinking processes result in fractures in which the value of the angle<br />

of internal friction determines the deviation from a 90° angle.<br />

In newly formed aggregates, the number of contact points depend on the range<br />

of moisture potential and on the distribution of particle sizes as well as on their<br />

mobility (i.e., state of dispersion, flocculation, and cementation). Soil shrinkage,<br />

including crack formation, increases bulk density of aggregates. The increase in<br />

bulk density with the initial watering and drying of the <strong>soil</strong> permits the aggregates<br />

to withstand structural collapse. The increase of the strength of single aggregates is<br />

further enhanced by a more pronounced particle rearrangement, if the <strong>soil</strong> is nearly<br />

saturated with water increasing the mobility of clay particles due to dispersion and<br />

greater menisci forces of water. (Horn and Dexter, 1989). Drying causes enhanced<br />

cohesion by capillary forces. Consequently, in order to carry the same <strong>soil</strong> load the<br />

bulk density of aggregates and thus the number of contact points decreases. With<br />

increasing intensity of drying of the moulded <strong>soil</strong>, its ability to perform reversible<br />

volume changes decreases. In wetter <strong>soil</strong>s, the smaller proportion of residual to<br />

normal shrinkage (i.e., the greater reversibility during swelling) causes more intensive<br />

particle mobility and rearrangement in order to reach a state of minimum free<br />

energy. Although swelling may lead to partial expansion of contracted particles<br />

following rewetting of aggregated <strong>soil</strong>s, a complete disaggregation is not possible<br />

if there is no additional input of kinetic energy, as has been demonstrated also by<br />

the puddling or kneading of rice <strong>soil</strong>s (Horn, 1976). Thus, aggregate strength will<br />

depend on (i) capillary forces, (ii) intensity of shrinkage (normal/residual), (iii)<br />

number of swelling and shrinkage cycles, (iv) mineral particle mobility (i.e., rearrangement<br />

of particles to reach the status of lowest free energy), and (v) bonding<br />

energy between particles and/or between aggregates, or in the bulk <strong>soil</strong>.<br />

HYDRAULIC ASPECTS<br />

A. Water Retention Curve<br />

Aggregation due to swelling and shrinking is affected by hydraulic properties<br />

of the <strong>soil</strong>. With an increase in the number of drying cycles the total porosity first<br />

decreases. Later it may increase again (Horn and Dexter, 1989). The volume of fine<br />

pores (i.e., the volumetric water content at pF > 4,2) is enhanced by decreasing drying<br />

intensity. In addition, the amount of water available to plants (i.e., water content<br />

at pF 1,8-4.2) is reduced with more intensive <strong>soil</strong> drying. Only at more negative<br />

water potentials is the air entry value exceeded depending how wet the <strong>soil</strong> had<br />

been kept. The latter effect is determined by the correspondingly steep slope of the<br />

pF/water content curve at pF 1.8.<br />

B. Darcy Law: Hydraulic Conductivity<br />

Given a laminar flow and a homogeneous pore system, the water flux in <strong>soil</strong>s<br />

can be described and quantified by the Darcian law. Generally, the values of the<br />

hydraulic gradient vary only by half an order of magnitude depending on water<br />

potential, grain, and pore size distribution. If the <strong>soil</strong>-plant interaction is also taken<br />

into account, values of hydraulic gradients of up to 9 kPa ⋅ m -1 can be calculated<br />

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