首页> 外文会议>ASME conference on smart materials, adaptive structures and intelligent systems >NONLINEAR DYNAMICS OF A SPECIAL PIEZOELECTRIC ENERGY HARVESTER WITH A SPECIAL BISTABLE PIEZOELECTRIC CANTILEVER BEAM
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NONLINEAR DYNAMICS OF A SPECIAL PIEZOELECTRIC ENERGY HARVESTER WITH A SPECIAL BISTABLE PIEZOELECTRIC CANTILEVER BEAM

机译:具有特殊双​​稳态压电悬臂梁的特殊压电能量收集器的非线性动力学

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This paper presents a special piezoelectric energy harvester system which is obtained by separating the end of the upper piezoelectric layer of the traditional piezoelectric cantilever beam from its basic layer. A mass I is located at the end of the separated upper piezoelectric layer (SUPL), a mass Ⅱ and a permanent magnet Ⅰ are located at the end of the separated lower piezoelectric beam (SLPB) and a permanent magnet Ⅱ is added in the opposite position of the permanent magnet 1 and they face each other with same polarities. A nonlinear magnetic force which can broaden the frequency bandwidth of the system is generated mutually on the two permanent magnets. Studies find that this special piezoelectric energy harvester has extremely high energy capture efficiency. In order to further explore the reason of high efficiency, experimental research on its dynamic behavior is carried out. The experimental results show that the vibrations of the SUPL and the SLPB are relatively simple. The dynamic behaviors of the SUPL, the SLPB and the unseparated part are different. The unseparated part of the piezoelectric shows relatively complex nonlinear phenomenon due to the interaction of nonlinear magnetic force and the collision. With the increase of the external excitation frequency, period doubling motion and almost periodic motion appear alternately.
机译:本文提出了一种特殊的压电能量收集器系统,该系统是通过将传统压电悬臂梁的上部压电层的端部与基础层分开而获得的。质量I位于分离的上压电层(SUPL)的端部,质量Ⅱ和永磁体Ⅰ位于分离的下压电梁(SLPB)的端部,而永磁体Ⅱ位于相对的另一侧。永磁体1的位置与它们以相同的极性彼此面对。在两个永磁体上相互产生可扩大系统频率带宽的非线性磁力。研究发现,这种特殊的压电能量收集器具有极高的能量捕获效率。为了进一步探讨高效率的原因,对其动力学行为进行了实验研究。实验结果表明,SUPL和SLPB的振动比较简单。 SUPL,SLPB和未分离部分的动态行为是不同的。由于非线性磁力和碰撞的相互作用,压电的未分离部分显示出相对复杂的非线性现象。随着外部激励频率的增加,周期倍增运动和几乎周期性的运动交替出现。

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