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It is based on simple kinematic assumptions and its reliability has been verified by using more complex numerical tools.
Our more complex numerical model describes the deformation at Tendürek better than an analytical solution for a single rectangular dislocation in a half-space.
In this paper an analytical solution to this problem is presented as a replacement for the more complex numerical model previously employed.
The analytical equations are relatively simple to apply and can be used for preliminary design and analysis, to evaluate experimental results, and to possibly verify more complex numerical models for evaluating the impact of landfills on groundwater quality if consistency of the assumptions of the analytical equations and the more complex numerical models can be specified.
The conception and adjustment of the presented algebraic zonal model rely on the oil flow and thermal results obtained by a more complex numerical differential model that has been verified and validated by the authors.
This study represents a starting point that should be followed by a more detailed monitoring program and the application of a more complex numerical model of snow disposal sites, to allow optimization of their maintenance.
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Numerical simulation is the preferred method of analysis and, due to improvements in digital computing in recent years, it has become possible to analyze ever-more complex numerical models.
For more complex geometries, numerical simulations are required.
Analytical solutions are available for simple, infinitely long waveguides, whereas for more complex waveguides numerical approaches have been developed using finite element techniques to describe the cross-section.
Validation of the new approach is carried out through comparison of simplified 2D models with the results obtained from a recent experimental investigation as well as from more complex 3D numerical simulations.
Up to about 100 activities can be dealt with manually but, for more complex cases, the numerical work is done by computer.
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