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Time-dependent sequential optimization and possibility assessment method for time-dependent failure possibility-based design optimization

机译:时间依赖的顺序优化和基于时间的失效可能性的设计优化的可能性评估方法

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Time-dependent failure possibility-based design optimization (T-PBDO) can provide the balance between the optimal performance and the safety requirements under the fuzzy uncertainty. However, there lacks efficient methods to solve the T-PBDO model. In this paper, a time-dependent sequential optimization and possibility assessment method (T-SOPA) is proposed to solve T-PBDO efficiently and accurately. By introducing an equivalent transformation of the constraint defined by the target time-dependent failure possibility (TDFP), the proposed T-SOPA method divides T-PBDO into some iteratively sequential cycles. Each cycle of the T-SOPA includes two steps: the equivalent deterministic optimization and the inverse TDFP assessment with respect to the target TDFP, and these two steps in T-SOPA are executed independently, i.e., the deterministic optimization and the inverse TDFP assessment are completely decoupled from each other in one cycle. The number of sequential cycles for achieving the convergent solutions of the design parameters is greatly reduced in the proposed T-SOPA due to the decoupling strategy, and the inverse TDFP assessment completed by the single-loop optimization can help improve the computational efficiency of the T-SOPA. A numerical example and three engineering examples are introduced to verify the effectiveness of the proposed T-SOPA. The results show that the proposed T-SOPA is accurate and efficient. (C) 2021 Elsevier Masson SAS. All rights reserved.
机译:基于时间的失效可能性的设计优化(T-PBDO)可以在模糊不确定性下提供最佳性能和安全要求之间的平衡。但是,缺乏解决T-PBDO模型的有效方法。在本文中,提出了一种时间依赖的顺序优化和可能性评估方法(T-SOPA)以有效准确地解决T-PBDO。通过引入由目标时间依赖性可能性(TDFP)定义的约束的等效变换,所提出的T-SOPA方法将T-PBDO分为迭代顺序周期。 T-SOPA的每个周期包括两个步骤:相当于确定性的优化和关于目标TDFP的反向TDFP评估,并且T-SoPA中的这两个步骤是独立执行的,即确定性优化和反向TDFP评估在一个循环中完全彼此分离。由于去耦策略,所提出的T-Sopa在所提出的T-Sopa中实现了用于实现设计参数的收敛解决方案的顺序周期数,并且通过单环优化完成的反向TDFP评估可以有助于提高T的计算效率-sopa。引入了数值示例和三种工程实施例以验证所提出的T-SOPA的有效性。结果表明,所提出的T-SOPA准确有效。 (c)2021 Elsevier Masson SAS。版权所有。

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