2022
DOI: 10.1016/j.compgeo.2021.104404
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Robust identification and characterization of thin soil layers in cone penetration data by piecewise layer optimization

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Cited by 4 publications
(11 citation statements)
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“…Using q m as the input to the procedure, the output (q corr or q inv ) is computed and compared directly to q t . For example, in Figure 10, the performance of the following multiple thin-layer correction procedures is compared: Boulanger and DeJong (2018) inverse procedure (BD18), Cooper et al (2022) inverse procedure (Cea22), and Yost et al (2021) forward ''Deltares'' procedure (DEL21).…”
Section: Assessing Efficacy Of Multiple Thin-layer Correction Proceduresmentioning
confidence: 99%
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“…Using q m as the input to the procedure, the output (q corr or q inv ) is computed and compared directly to q t . For example, in Figure 10, the performance of the following multiple thin-layer correction procedures is compared: Boulanger and DeJong (2018) inverse procedure (BD18), Cooper et al (2022) inverse procedure (Cea22), and Yost et al (2021) forward ''Deltares'' procedure (DEL21).…”
Section: Assessing Efficacy Of Multiple Thin-layer Correction Proceduresmentioning
confidence: 99%
“…Future work from the authors aims to contribute more data to the database within the framework presented in this article from the results of new laboratory calibration chamber studies being performed at Virginia Tech. In addition, the authors intend to use the database to improve the blurring model used in the Cooper et al (2022) multiple thin-layer correction procedure. Contributions to the database from other researchers are encouraged to develop a more robust set of open data needed for statistical learning techniques and to help standardize the way the efficacy of multiple thin-layer correction procedures is assessed.…”
Section: Conclusion and Future Research Directionsmentioning
confidence: 99%
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“…Other authors have pointed out the limitations of the Boulanger and DeJong 13 algorithm 14 and have begun introducing refined algorithms. 15…”
Section: Thin Layer and Transition Zone Effectsmentioning
confidence: 99%
“…Their algorithm tends to increase the tip resistance in stiff layers near the boundaries with softer layers, and to a lesser degree it also decreases the tip resistance in soft layers near the boundaries with stiff layers. Other authors have pointed out the limitations of the Boulanger and DeJong 13 algorithm 14 and have begun introducing refined algorithms 15 …”
Section: Cone Penetration Testmentioning
confidence: 99%