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Cranfield University

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Soil Compaction Models<br />

The approach of Etienne and Steinmann (2002) was empirically developed using Bolling<br />

pressure probes. Soil stresses were measured at three depths and compared to the predicted<br />

results from 5 different approaches; three types of Söhne (1953) each with a different con-<br />

centration factor, a combined Boussinesq and Froehlich approach, and the Newmark<br />

(1940) model. The approach by Newmark (1940) only differs by the concentration factor<br />

from Söhne (1953) as Newmark (1940) always assumes a concentration factor of 2. Stress<br />

propagation in the soil is determined using the Newmark (1940) approach as it showed the<br />

closest agreement between measured and predicted values. However, the stress decrease at<br />

the surface was larger than predicted; therefore a variable in addition to soil type and work-<br />

ing depth was introduced determining stress decrease in the topsoil. This variable depends<br />

on the surface soil strength because stress decrease is smaller with depth for a stronger soil.<br />

This is the only input variable concerning soil conditions and is determined with a screw<br />

driver. Depending on the force necessary to push the screw driver into the soil, the soil can<br />

be qualified in soft, medium, and hard. This basic principle was extended into a model by<br />

Dieserens and Spiess (2004). It contains nearly all common agricultural and forestry tyres<br />

and tracks as input options whereby contact pressure data is stored within the model. Once<br />

the tyre or track option is selected, only load, inflation pressure, working depth, and the<br />

strength of the topsoil determined with the screwdriver test have to be entered. The model<br />

then determines the pressure distribution in the soil and states if there is a danger of subsoil<br />

compaction or not. If the pressure decreases to less than 1 MPa within the working depth,<br />

the model implies no danger of subsoil compaction, but if the pressure is higher than 1<br />

MPa below the working depth, it assumes subsoil compaction. Additionally pressure bulbs<br />

and maximum pressure over depth curves are given. The model can compare up to four<br />

different tyre or track systems in one analysis.<br />

A great advantage of TASC is its user friendliness when compared to SOCOMO which<br />

gives similar outputs. In contrast to the models SOCOMO and TASC, COMPSOIL is able<br />

to quantify the soil density increase rather than simply stating a danger of soil compaction<br />

for given loads and inflation pressures.<br />

6.1.3 Approaches to derive Critical State Parameters and the Influence of Water<br />

For the critical state soil mechanics model e.g. for COMPSOIL the slope and intercept of<br />

the VCL have to be determined. Following the traditional approach from Schofield and<br />

Ph.D. Thesis Dirk Ansorge (2007)<br />

94

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