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A hybrid self-adjusted single-loop approach for reliability-based design optimization

机译:基于可靠性的设计优化的混合式自调整单循环方法

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摘要

Single-loop approach (SLA) exhibits higher efficiency than both double-loop and decoupled approaches for solving reliability-based design optimization (RBDO) problems. However, SLA sometimes suffers from the non-convergence difficulty during the most probable point (MPP) search process. In this paper, a hybrid self-adjusted single-loop approach (HS-SLA) with high stability and efficiency is proposed. Firstly, a new oscillating judgment criterion is firstly proposed to precisely detect the oscillation of iterative points in standard normal space. Then, a self-adjusted updating strategy is established to dynamically adjust the control factor of modified chaos control (MCC) method during the iterative process. Moreover, an adaptive modified chaos control (AMCC) method is developed to search for MPP efficiently by selecting MCC or advanced mean value method automatically based on the proposed oscillating judgment criterion. Finally, through integrating the developed AMCC into SLA, the hybrid self-adjusted single-loop approach is proposed to achieve stable convergence and enhance the computational efficiency of SLA for complex RBDO problems. The high efficiency of AMCC is demonstrated by five nonlinear performance functions for MPP search. Additionally, five representative RBDO examples indicate that the proposed HS-SLA can improve the efficiency, stability, and accuracy of SLA.
机译:单回路方法(SLA)效率高于双回路和解耦方法,用于解决基于可靠性的设计优化(RBDO)问题。然而,SLA有时在最可能的点(MPP)搜索过程中存在非融合困难。本文提出了一种具有高稳定性和效率的混合自调节单回路方法(HS-SLA)。首先,首先提出了一种新的振荡判断标准,精确地检测标准正常空间中的迭代点的振荡。然后,建立自调整更新策略,以在迭代过程中动态调整修改的混沌控制(MCC)方法的控制系数。此外,通过基于所提出的振荡判断标准自动选择MCC或高级平均值方法,开发了自适应修改的混沌控制(AMCC)方法以有效地搜索MPP。最后,通过将开发的AMCC集成到SLA中,提出了混合式自调节的单回路方法,以实现稳定的收敛性并增强SLA的复杂RBDO问题的计算效率。 AMCC的高效率是MPP搜索的五种非线性性能函数证明。另外,五个代表性的RBDO示例表明所提出的HS-SLA可以提高SLA的效率,稳定性和精度。

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