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Parameter uncertainty and stochastic optimization of cantilever piezoelectric energy harvesters

机译:悬臂压电能量收割机的参数不确定性和随机优化

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Increasing demand for sustainable energy sources has attracted considerable attention to the issue of harvesting electrical energy from structural vibration signals through the use of piezoelectric materials. In this context, structural optimization techniques play an important role in the design of a given energy harvesting device. The goal of the present article is to compare deterministic and stochastic optimization methods applied to the design of energy harvesters. Firstly, a comprehensive discussion on the effects of aleatory uncertainties on the dynamics of a beam type piezoelectric energy harvesters carrying a tip mass is performed using the well known Monte Carlo Simulation (MCS) method. Following, a multi-parameter Sequential Quadratic Programming (SQP) optimization technique is employed in either the deterministic and stochastic problems in order to obtain a set of optimum geometric parameters for the harvester. Results from the numerical simulations simulations revealed that the superior performance of the stochastic programming approach in terms of the harvested electrical power. Additionally the improved results obtained from the stochastic programing approach also reinforces the importance of accounting for uncertainties in the design of energy harvesting systems.
机译:越来越多的可持续能源需求引起了广泛的关注,通过使用压电材料来吸收从结构振动信号收获电能的问题。在这种情况下,结构优化技术在给定能量收集装置的设计中起重要作用。本文的目标是比较适用于能量收割机设计的确定性和随机优化方法。首先,使用众所周知的蒙特卡罗仿真(MCS)方法进行综合讨论梯形压电能量收件人对携带尖端质量的梁型压电能量收磁体的动态。以下,在确定性和随机问题中采用多参数顺序二次编程(SQP)优化技术,以便为收割机获得一组最佳的几何参数。数值模拟模拟的结果表明,随机编程方法在收获的电力方面的卓越性能。此外,从随机编程方法获得的改进结果也增强了核算能源收集系统设计中的不确定性的重要性。

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