1. The most elementary way of using DMT in a FEM analysis is to assume the soil as linearly elastic, using as an operative Young’s modulus E by DMT. Hamza (1995) reports using E from DMT in Cairo Metro design (with E 0.8 MDMT).
  2. A more elaborate way is to use the parameters provided by DMT (e.g. MDMT, E, OCR, Ko) to get an estimate of the parameters required by FEM.
  3. Considering the DMT recognized ability to generally well predict settlements, DMT can be used to approximately verify the set of FEM parameters that the designer intends to use. To do this, using the parameters estimated by a DMT sounding, the designer estimates the settlements of a simple shallow foundation (e.g. a 5 m diameter tank applying a uniform load of 100kPa). Then he predicts settlement using the set of parameters he has intention to use in his FEM program. If the settlement predictions are similar, then the two predictions support each other. If the settlement differences are high, then additional attention to the parameters is necessary. In practice the DMT settlements prediction may serve as a FEM-confirmatory virtual load test.
  4. If the G-gamma decay curves have been estimated, based on the small strain modulus and the working strain Modulus determined by the Seismic DMT (Amoroso, 2014), then estimates of intermediate moduli is possible based on the expected strain.
  5. Input parameters for Plaxis (Hard Soil model “HS”). The basic input for this model is E50ref. In an intensive survey Schanz (Schanz 1997, cited in Plaxis bulletin 2003) found that in loose to very dense quartz sand E50ref is generally in the range E50ref = 15 to 75 MPa. Schanz also pointed out that E50ref is correlated to the constrained modulus. Experience in many quartz sands has shown that, in quartz sands, MDMT too is, in general, in the same range (15-75 MPa). Hence, as a first approximation, one may adopt E50ref  MDMT.
  6. The Subgrade Reaction Method (soil modulus by springs) is widely used in current practice for design of multi-propped walls. Of course the critical step is the selection of an appropriate value of the coefficient of subgrade reaction Kh . In a 2004 paper Monaco et al. investigate the influence of various factors on Kh (soil and wall stiffness, excavation depth, prop spacing). The possible Kh -DMT relationship is investigated based on the results of FEM analyses carried out using the non linear Plaxis Hardening Soil model. A tentative correlation between Kh and MDMT is proposed, having the form Kh = MDMT / B. The paper also gives broad indications for selecting the values of B – hence Kh .
  7. Theoretical and Numerical modeling of the DMT . The proceedings of the DMT 2006 Washington Conference and of the DMT 2015 Rome Conference both include a section on this topic, comprising each several papers. Other papers on this topic:

Whittle 1993

Yu 1993Yu 2004

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