Soft computing based closed form equations correlating L and N-type Schmidt hammer rebound numbers of rocks

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@Article{ASTERIS:2021:TG,

• author = "Panagiotis G. Asteris and Anna Mamou and Mohsen Hajihassani and Mahdi Hasanipanah and Mohammadreza Koopialipoor and Tien-Thinh Le and Navid Kardani and Danial J. Armaghani",
• title = "Soft computing based closed form equations correlating {L} and {N}-type {Schmidt} hammer rebound numbers of rocks",
• journal = "Transportation Geotechnics",
• volume = "29",
• pages = "100588",
• year = "2021",
• ISSN = "2214-3912",
• DOI = "doi:10.1016/j.trgeo.2021.100588",
• URL = "https://www.sciencedirect.com/science/article/pii/S2214391221000787",
• keywords = "genetic algorithms, genetic programming, Artificial neural networks, Machine learning, Metaheuristic algorithms, Non-destructive testing, Rocks, Schmidt hammer rebound number",
• abstract = "This paper reports the results of soft computing-based models correlating L and N-type Schmidt hammer rebound numbers of rock. A data-independent database was compiled from available measurements reported in the literature, which was used to train and develop back propagating neural networks, genetic programming and least square method models for the prediction of L-type Schmidt hammer rebound numbers. The results show that the highest predictive accuracy was obtained for the neural network model, which predicts the L type Schmidt hammer rebound number, with less than plus-minus20percent deviation from the experimental data for 97.27percent of the samples. The optimum neural network is presented as a closed form equation and is also incorporated into an Excel-based graphical user interface, which directly calculates the Rn(L) number for any input Rn(N) = 12.40-75.97 and which is made available as supplementary material",

}

Genetic Programming entries for Panagiotis G Asteris Anna Mamou Mohsen Hajihassani Mahdi Hasanipanah Mohammadreza Koopialipoor Tien-Thinh Le Mohammadnavid (Navid) Kardani Danial Jahed Armaghani

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