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Harnessing multi-objective simulated annealing toward configuration optimization within compact space for additive manufacturing

机译:在增材制造的紧凑空间内利用多目标模拟退火进行构型优化

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摘要

The rapid advancement of additive manufacturing technology has led to new opportunities and challenges. One potential advantage of additive manufacturing is the possibility of producing systems with reduced volumes/ weights. This research concerns a type of configuration optimization problems, where the envelope volume in space occupied by a number of components is to be minimized along with other objectives. Since in practical applications the objectives and constraints are usually complex, the formulation of computationally tractable optimization becomes difficult. Moreover, unlike conventional multi-objective problems, these configuration optimization problems usually come with a number of demanding constraints that are hard to satisfy, which results in the critical challenge of balancing solution feasibility with optimality. In this research, the mathematical formulation of a representative problem of configuration optimization with multiple hard constraints is presented first, followed by two newly developed versions of an enhanced multi-objective simulated annealing approach, referred to as MOSA/R, to solve this challenging problem. To facilitate the optimization computationally, in MOSA/R, a versatile re-seed scheme allowing biased search while avoiding pre-mature convergence is designed. Re-seed can generally lead to more comprehensive search in the parametric space. Case studies indicate that the new algorithm yields significantly improved performance towards both constrained benchmark tests and constrained configuration optimization problem. The methodology developed can lead to an integrated framework of design and additive manufacturing.
机译:增材制造技术的飞速发展带来了新的机遇和挑战。增材制造的潜在优势之一是可以生产体积/重量减小的系统。这项研究涉及一种类型的配置优化问题,其中将与其他目标一起最小化由多个组件占据的空间中的包络体积。由于在实际应用中目标和约束通常很复杂,因此计算上易于处理的优化方法的制定变得困难。此外,与常规的多目标问题不同,这些配置优化问题通常带有许多难以满足的苛刻约束,这带来了在解决方案可行性与最优性之间取得平衡的关键挑战。在这项研究中,首先提出具有多个硬约束的典型配置优化问题的数学公式,然后是两个新开发的增强型多目标模拟退火方法的版本,称为MOSA / R,以解决这一难题。为了在计算上促进优化,在MOSA / R中,设计了一种通用的重新种子方案,该方案允许有偏搜索,同时避免过早收敛。重新设定种子通常可以导致在参数空间中进行更全面的搜索。案例研究表明,该新算法在约束基准测试和约束配置优化问题方面均显着提高了性能。开发的方法可以导致设计和增材制造的集成框架。

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