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频率可调振动能量采集器的系统级模型与仿真

System-Level Model and Simulation of a Frequency-Tunable Vibration Energy Harvester.

作者信息

Bouhedma Sofiane, Rao Yongchen, Schütz Arwed, Yuan Chengdong, Hu Siyang, Lange Fred, Bechtold Tamara, Hohlfeld Dennis

机构信息

Institute for Electronic Appliances and Circuits, Faculty of Computer Science and Electrical Engineering, University of Rostock, Albert-Einstein-Str. 2, 18059 Rostock, Germany.

Department of Engineering, Jade University of Applied Sciences, Friedrich-Paffrath-Str. 101, Wilhelmshaven 26389, Germany.

出版信息

Micromachines (Basel). 2020 Jan 14;11(1):91. doi: 10.3390/mi11010091.

Abstract

In this paper, we present a macroscale multiresonant vibration-based energy harvester. The device features frequency tunability through magnetostatic actuation on the resonator. The magnetic tuning scheme uses external magnets on linear stages. The system-level model demonstrates autonomous adaptation of resonance frequency to the dominant ambient frequencies. The harvester is designed such that its two fundamental modes appear in the range of (50,100) Hz which is a typical frequency range for vibrations found in industrial applications. The dual- frequency characteristics of the proposed design together with the frequency agility result in an increased operative harvesting frequency range. In order to allow a time-efficient simulation of the model, a reduced order model has been derived from a finite element model. A tuning control algorithm based on maximum-voltage tracking has been implemented in the model. The device was characterized experimentally to deliver a power output of 500 µW at an excitation level of 0.5 g at the respected frequencies of 63.3 and 76.4 Hz. In a design optimization effort, an improved geometry has been derived. It yields more close resonance frequencies and optimized performance.

摘要

在本文中,我们展示了一种基于宏观多谐振振动的能量收集器。该装置通过对谐振器进行静磁驱动实现频率可调。磁调谐方案使用线性平台上的外部磁体。系统级模型展示了谐振频率对主导环境频率的自主适应。该能量收集器的设计使其两个基模出现在(50,100)Hz范围内,这是工业应用中典型的振动频率范围。所提出设计的双频特性以及频率灵活性导致工作收集频率范围增加。为了实现对模型的高效模拟,从有限元模型中推导了降阶模型。在模型中实现了基于最大电压跟踪的调谐控制算法。通过实验对该装置进行了表征,在0.5g的激励水平下,在63.3Hz和76.4Hz的相应频率下可输出500µW的功率。在设计优化过程中,得出了一种改进的几何结构。它产生了更接近的谐振频率并优化了性能。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/c5a9/7019699/bd17bc8f5d9b/micromachines-11-00091-g001.jpg

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