Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural network

Abstract In order to study the Anti-Penetration Randomness of Metal Protective Structures (APRMPS) for the penetration probabilities of Metal Protective Structures under the action of the basic random variables, this paper analyzes the candidates for the basic random variables and the random respons...

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Main Authors: Lan Liu, Weidong Chen, Shengzhuo Lu, Yanchun Yu, Mingwu Sun
Format: Article
Language:English
Published: Nature Portfolio 2025-05-01
Series:Scientific Reports
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Online Access:https://doi.org/10.1038/s41598-025-00174-4
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author Lan Liu
Weidong Chen
Shengzhuo Lu
Yanchun Yu
Mingwu Sun
author_facet Lan Liu
Weidong Chen
Shengzhuo Lu
Yanchun Yu
Mingwu Sun
author_sort Lan Liu
collection DOAJ
description Abstract In order to study the Anti-Penetration Randomness of Metal Protective Structures (APRMPS) for the penetration probabilities of Metal Protective Structures under the action of the basic random variables, this paper analyzes the candidates for the basic random variables and the random response of APRMPS, and, on the basis of the improvement of Genetic Algorithm, proposes Dynamic Lifecycle Genetic Algorithm, including its main processes of the optimization of Back Propagation Neural Network. And by adopting the Back Propagation Neural Network optimized by Dynamic Lifecycle Genetic Algorithm (DLGABPNN) as the surrogate model of APRMPS, this paper presents the technical route of DLGABPNN-MCS, the Monte Carlo Simulation with DLGABPNN calculation as repeated sampling tests, to addressing APRMPS. Finally, with two applied examples of the anti-penetration randomness of metal targets, this paper demonstrates the application procedures for this method, proves the higher efficiency of Dynamic Lifecycle Genetic Algorithm than Genetic Algorithm in optimizing Back Propagation Neural Network and verifies the effectiveness of DLGABPNN-MCS in studying APRMPS. This paper may have some significance in proposing Dynamic Lifecycle Genetic Algorithm—the new, universal heuristic algorithm, and providing the common technical method for the APRMPS study based on DLGABPNN-MCS, in the hope of promoting the application of Dynamic Lifecycle Genetic Algorithm in other optimization problems, and offering reference for the further study of APRMPS or the study of other random problems.
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spelling doaj-art-9894cea5c8494ba1895a4e645357e97b2025-08-20T01:51:36ZengNature PortfolioScientific Reports2045-23222025-05-0115112010.1038/s41598-025-00174-4Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural networkLan Liu0Weidong Chen1Shengzhuo Lu2Yanchun Yu3Mingwu Sun4College of Aerospace and Civil Engineering, Harbin Engineering UniversityCollege of Aerospace and Civil Engineering, Harbin Engineering UniversityCollege of Aerospace and Civil Engineering, Harbin Engineering UniversitySchool of Water Conservancy and Civil Engineering, Northeast Agricultural UniversityCollege of Aerospace and Civil Engineering, Harbin Engineering UniversityAbstract In order to study the Anti-Penetration Randomness of Metal Protective Structures (APRMPS) for the penetration probabilities of Metal Protective Structures under the action of the basic random variables, this paper analyzes the candidates for the basic random variables and the random response of APRMPS, and, on the basis of the improvement of Genetic Algorithm, proposes Dynamic Lifecycle Genetic Algorithm, including its main processes of the optimization of Back Propagation Neural Network. And by adopting the Back Propagation Neural Network optimized by Dynamic Lifecycle Genetic Algorithm (DLGABPNN) as the surrogate model of APRMPS, this paper presents the technical route of DLGABPNN-MCS, the Monte Carlo Simulation with DLGABPNN calculation as repeated sampling tests, to addressing APRMPS. Finally, with two applied examples of the anti-penetration randomness of metal targets, this paper demonstrates the application procedures for this method, proves the higher efficiency of Dynamic Lifecycle Genetic Algorithm than Genetic Algorithm in optimizing Back Propagation Neural Network and verifies the effectiveness of DLGABPNN-MCS in studying APRMPS. This paper may have some significance in proposing Dynamic Lifecycle Genetic Algorithm—the new, universal heuristic algorithm, and providing the common technical method for the APRMPS study based on DLGABPNN-MCS, in the hope of promoting the application of Dynamic Lifecycle Genetic Algorithm in other optimization problems, and offering reference for the further study of APRMPS or the study of other random problems.https://doi.org/10.1038/s41598-025-00174-4Metal protective structureAnti-penetration randomnessPenetration probabilityDynamic lifecycle genetic algorithmBack propagation neural network (BPNN)Surrogate model
spellingShingle Lan Liu
Weidong Chen
Shengzhuo Lu
Yanchun Yu
Mingwu Sun
Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural network
Scientific Reports
Metal protective structure
Anti-penetration randomness
Penetration probability
Dynamic lifecycle genetic algorithm
Back propagation neural network (BPNN)
Surrogate model
title Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural network
title_full Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural network
title_fullStr Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural network
title_full_unstemmed Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural network
title_short Study on the anti-penetration randomness of metal protective structures based on optimized artificial neural network
title_sort study on the anti penetration randomness of metal protective structures based on optimized artificial neural network
topic Metal protective structure
Anti-penetration randomness
Penetration probability
Dynamic lifecycle genetic algorithm
Back propagation neural network (BPNN)
Surrogate model
url https://doi.org/10.1038/s41598-025-00174-4
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