基于改进FOA的非圆滑动面搜索

Shen Hong, Yuan Xiuling, Wang Pengyi
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引用次数: 1

摘要

:最关键非圆滑移面的确定,由于控制变量多、计算量大,可以归结为复杂非线性多峰函数的优化。将智能优化算法应用于边坡稳定性分析是近年来的发展趋势。针对标准果蝇优化算法容易陷入局部极值的问题,将标准果蝇优化算法与模拟退火思想相结合,得到改进的果蝇优化算法。为了提高搜索效率,将固定步长调整为自适应步长,并提出了一种双层搜索策略:从外层获得潜在的非圆滑动面,从内层逐级计算潜在滑动面的安全系数。将改进的FOA应用于具有弱夹层的边坡。通过与裁判的答案进行比较,证明了改进算法的可行性、优越性和高效性。假设不同的层间力函数、不同的f和λ初始值,结果表明这些参数对安全系数的最终解几乎没有影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Search of Non-circular Slip Surface Based on Improved FOA
: The determination of the most critical non-circular slip surface can be attributed to the optimization of complex non-linear multi-peak function due to its numerous control variables and large amount of calculation. It is a trend in recent years to apply intelligent optimization algorithm into slope stability analysis. Considering that the standard Fruit fly Optimization Algorithm (FOA) is prone to fall into local extremum, the improved Fruit fly Optimization Algorithm is obtained by incorporating the standard FOA with the simulated annealing idea. In order to improve the search efficiency, a fixed step size is adjusted to an adaptive step size, and a double tier search strategy is proposed to be applied: the potential non-circular slip surface is obtained from the outer layer, and the factor of safety along the potential slip surface is calculated step by step from the inner layer. The improved FOA is applied to a slope with weak interlayer. The feasibility, superiority and efficiency of the improved algorithm are proved by comparing its answers to the judges'. Different inter-slice force functions, various initial values of Fs and λ are assumed, and the results show that these parameters could hardly affect final solution for safety factor.
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