Determination of Anisotropic Yield Coefficients by a Data-Driven Multiobjective Evolutionary and Genetic Algorithm
Citations
75 citations
27 citations
22 citations
Cites methods from "Determination of Anisotropic Yield ..."
...Design and optimization of semi-conductors [38,39], optimization of laser cladding process [40], optimization of machining parameters and tooling geometry for Ti alloys [41], optimization of turning process in nickel alloy based on residual stress distribution [42], design and development of new alloys [43] and identification of material constants in anisotropic yield criteria [44], and optimization of the solid state fermentation process are some of the applications where conflicting multiple objectives were optimized using evolutionary multiobjective optimization (MOO) algorithms [45]....
[...]
19 citations
14 citations
References
12,134 citations
5,994 citations
4,976 citations
"Determination of Anisotropic Yield ..." refers methods in this paper
...The objective functions used in the study, namely error in yield stress and plastic strain ratio, are conflicting with each other and optimizing both of them simultaneously will lead to a typical Pareto-optimality condition [26, 27]....
[...]
3,426 citations
"Determination of Anisotropic Yield ..." refers background or methods or result in this paper
...Hill48 is proved to be satisfactory for a wide range of materials, especially steels [32–35]....
[...]
...The Pareto front estimated using both Hill48 and Barlat89 are compared for all the materials in Fig....
[...]
...The anisotropic yield coefficients for Hill48 and Barlat89 yield criteria can be determined either based on stress (r0, r45, r90, rb) or ‘‘r’’ values (r0, r0, r45, r90)....
[...]
...Of historical importance is the Hill’s quadratic yield function [3] (referred henceforth as Hill48), which is essentially a modification of the von Mises isotropic yield criterion [4]....
[...]
...Similarly, Hill48 is better than Barlat89 for AA5182-O....
[...]
1,374 citations
"Determination of Anisotropic Yield ..." refers methods in this paper
...Depending upon the complexity of the yield function, numerical iterations like Newton–Raphson method [9, 10] and optimization techniques are commonly used to identify the anisotropic coefficients [14, 15]....
[...]
...Features Numerical iterations and optimization [9, 10, 14, 15] Single objective genetic algorithm [19, 20] Multiobjective optimization of hill criterion [21] Present methodology...
[...]
...method [9, 10] are employed for this purpose....
[...]
...This is expedient particularly during employing the methodology for advanced yield criteria [9, 10, 14, 38] where calculation of objective functions for each individual over several generations is computationally expensive....
[...]