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Application of a Machine Learning Algorithm for the Structural Optimization of Circular Arches with Different Cross-Sections

机译:一种机器学习算法在不同横截面圆形拱形结构优化的应用

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Arches are employed for bridges. This particular type of structures, characterized by a very old use tradition, is nowadays, widely exploited because of its strength, resilience, cost-effectiveness and charm. In recent years, a more conscious design approach that focuses on a more proper use of the building materials combined with the increasing of the computational capability of the modern computers, has led the research in the civil engineering field to the study of optimization algorithms applications aimed at the definition of the best design parameters. In this paper, a differential formulation and a MATLAB code for the calculation of the internal stresses in the arch structure are proposed. Then, the application of a machine learning algorithm, the genetic algorithm, for the calculation of the geometrical parameters, that allows to minimize the quantity of material that constitute the arch structures, is implemented. In this phase, the method used to calculate the stresses has been considered as a constraint function to reduce the range of the solutions to the only ones able to bear the design loads with the smallest volume. In particular, some case studies with different cross-sections are reported to prove the validity of the method and to compare the obtained results in terms of optimization effectiveness.
机译:拱门用于桥梁。这种特殊类型的结构,其特征在于,由于其强度,弹性,成本效益和魅力,广泛利用。近年来,一种更加有意识的设计方法,专注于更适当使用建筑材料,结合现代计算机的计算能力的增加,导致了民间工程领域的研究,以研究了旨在的优化算法应用在最佳设计参数的定义下。本文提出了一种差分制剂和用于计算拱形结构中的内部应力的MATLAB代码。然后,实现了应用机器学习算法,遗传算法,用于计算几何参数的计算,其允许最小化构成构成拱形结构的材料的数量。在该阶段,用于计算应力的方法被认为是将解决方案的范围减少到唯一能够具有最小体积的设计负载的解决方案的约束函数。特别地,据报道,一些具有不同横截面的案例研究证明了方法的有效性,并在优化效果方面比较所获得的结果。

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