Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine Learning

This article introduces a novel technique to accurately forecast soil stabilization blends' maximum dry density (MDD). The Naive Bayes (NB) algorithm is employed to develop detailed and accurate models that use various natural soil characteristics, such as particle size distribution, plasticity...

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Main Authors: Ghanshyam Tejani, Behnam Sadaghat, Sumit Kumar
Format: Article
Language:English
Published: Bilijipub publisher 2023-09-01
Series:Advances in Engineering and Intelligence Systems
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Online Access:https://aeis.bilijipub.com/article_180460_351bc34df27d4304b9ec5a7df9692f77.pdf
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author Ghanshyam Tejani
Behnam Sadaghat
Sumit Kumar
author_facet Ghanshyam Tejani
Behnam Sadaghat
Sumit Kumar
author_sort Ghanshyam Tejani
collection DOAJ
description This article introduces a novel technique to accurately forecast soil stabilization blends' maximum dry density (MDD). The Naive Bayes (NB) algorithm is employed to develop detailed and accurate models that use various natural soil characteristics, such as particle size distribution, plasticity, linear shrinkage, and stabilizing additives' type and amount, to relate to the MDD of stabilized soil. To ensure the model's accuracy, the study integrates two meta-heuristic algorithms: Artificial Rabbits Optimization (ARO) and Gradient-based Optimizer (GBO). The models undergo validation using MDD samples of various soil types acquired from previously published stabilization test results. The results reveal three distinct models: NBAR, NBGB, and an individual NB model. Among these, the NBAR model stands out with exceptional performance, boasting a high R2 value of 0.9903 and a remarkably low RMSE value of 34.563. These results demonstrate the precision and reliability of the NBAR model and signify its effectiveness in predicting soil stabilization outcomes. Overall, this approach offers a promising way to accurately predict the MDD of soil stabilization mixtures in various engineering applications. Integrating meta-heuristic algorithms into the analysis increases the accuracy of the models and provides more reliable predictions, which has significant implications for the construction industry, where soil stabilization is critical for building robust and long-lasting infrastructure.
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language English
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spelling doaj-art-4042fc86a4824307b01b1abfdf23be9d2025-02-12T08:47:20ZengBilijipub publisherAdvances in Engineering and Intelligence Systems2821-02632023-09-01002039510610.22034/aeis.2023.414188.1129180460Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine LearningGhanshyam Tejani0Behnam Sadaghat1Sumit Kumar2Department of Mechanical Engineering, School of Technology, GSFC University, Vadodara, Gujarat, 391750, IndiaDepartment of Civil and Water Engineering, University of Tabriz, Tabriz, 5166616471, IranAustralian Maritime College, College of Sciences and Engineering, University of Tasmania, Launceston, Tasmania, 7248, AustraliaThis article introduces a novel technique to accurately forecast soil stabilization blends' maximum dry density (MDD). The Naive Bayes (NB) algorithm is employed to develop detailed and accurate models that use various natural soil characteristics, such as particle size distribution, plasticity, linear shrinkage, and stabilizing additives' type and amount, to relate to the MDD of stabilized soil. To ensure the model's accuracy, the study integrates two meta-heuristic algorithms: Artificial Rabbits Optimization (ARO) and Gradient-based Optimizer (GBO). The models undergo validation using MDD samples of various soil types acquired from previously published stabilization test results. The results reveal three distinct models: NBAR, NBGB, and an individual NB model. Among these, the NBAR model stands out with exceptional performance, boasting a high R2 value of 0.9903 and a remarkably low RMSE value of 34.563. These results demonstrate the precision and reliability of the NBAR model and signify its effectiveness in predicting soil stabilization outcomes. Overall, this approach offers a promising way to accurately predict the MDD of soil stabilization mixtures in various engineering applications. Integrating meta-heuristic algorithms into the analysis increases the accuracy of the models and provides more reliable predictions, which has significant implications for the construction industry, where soil stabilization is critical for building robust and long-lasting infrastructure.https://aeis.bilijipub.com/article_180460_351bc34df27d4304b9ec5a7df9692f77.pdfmaximum dry densitynaive bayesartificial rabbits optimizationgradient-based optimizer
spellingShingle Ghanshyam Tejani
Behnam Sadaghat
Sumit Kumar
Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine Learning
Advances in Engineering and Intelligence Systems
maximum dry density
naive bayes
artificial rabbits optimization
gradient-based optimizer
title Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine Learning
title_full Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine Learning
title_fullStr Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine Learning
title_full_unstemmed Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine Learning
title_short Predict the Maximum Dry Density of Soil Based on Individual and Hybrid Methods of Machine Learning
title_sort predict the maximum dry density of soil based on individual and hybrid methods of machine learning
topic maximum dry density
naive bayes
artificial rabbits optimization
gradient-based optimizer
url https://aeis.bilijipub.com/article_180460_351bc34df27d4304b9ec5a7df9692f77.pdf
work_keys_str_mv AT ghanshyamtejani predictthemaximumdrydensityofsoilbasedonindividualandhybridmethodsofmachinelearning
AT behnamsadaghat predictthemaximumdrydensityofsoilbasedonindividualandhybridmethodsofmachinelearning
AT sumitkumar predictthemaximumdrydensityofsoilbasedonindividualandhybridmethodsofmachinelearning