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A Newton Raphson iteration procedure is proposed to inverse compute the multilayer moduli.
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A new type of indirect inverse analysis procedure is proposed to overcome the difficulties the geotechnical inverse analyses are encountering such as unstability and nonuniqueness of the solutions as well as multicollinearity.
Re-sampling procedure is proposed to alleviate this problem efficiently.
An interactive procedure is proposed to deliver individual signal components.
A general procedure is proposed to establish solvability conditions.
A smoothing procedure is proposed to account for excessive variability.
To avoid such a requirement, the following different procedures are proposed to derive the GO representation.
An inverse method based on local approximate solutions (LAS inverse method) is proposed to invert transient flows in heterogeneous aquifers.
Subsequently, a steering logic based on pseudo-inverse is proposed to allocate modal force commands without introducing force errors.
Parameterization based on inverse depths is proposed to reduce the dimension of variables in optimization.
A new inverse method is proposed to estimate strain from elliptical objects that have suffered uniform deformation with their matrix.
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