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A METHODOLOGH FOR TRADING-OFF PERFORMANCE AND ROBUSTNESS UNDER UNCERTAINTY

机译:不确定性下权衡性能和鲁棒性的方法

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摘要

Mathematical optimization plays an important role in engineering design, leading to greatly improved performance. Deterministic optimization however, may result in undesired choices because it neglects uncertainty. Reliability-based design optimization (RBDO) and robust design can improve optimization by considering uncertainty. This paper proposes an efficient design optimization method under uncertainty, which simultaneously considers reliability and robustness. A mean performance is traded-off against robustness for a given reliability level of all performance targets. This results in a probabilistic multi-objective optimization problem. Variation is expressed in terms of a percentile difference, which is efficiently computed using the Advanced Mean Value (AMV) method. A preference aggregation method converts the multi-objective problem to a single-objective problem, which is then solved using an RBDO approach. Indifference points are used to select the best solution without calculating the entire Pareto frontier. Examples illustrate the concepts and demonstrate their applicability.
机译:数学优化在工程设计中起着重要作用,从而大大提高了性能。但是,确定性优化可能会导致选择错误,因为它会忽略不确定性。基于可靠性的设计优化(RBDO)和稳健的设计可以通过考虑不确定性来改善优化。提出了一种在不确定性的同时兼顾可靠性和鲁棒性的高效设计优化方法。对于所有性能目标的给定可靠性水平,平均性能需要与鲁棒性进行权衡。这导致了概率多目标优化问题。差异以百分位数差异表示,可使用高级平均值(AMV)方法有效地计算出百分位数差异。偏好聚合方法将多目标问题转换为单目标问题,然后使用RBDO方法解决该问题。无差异点用于选择最佳解决方案,而无需计算整个帕累托边界。实例说明了这些概念并证明了它们的适用性。

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