فهرس المقالات Time and frequency responses

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  1 - Nonlinear Hybrid Bistable Vibration-Energy-Harvester Modeling Considering Magnetostrictive and Piezoelectric Behaviors
  K Niazi M. J Kazem Zadeh Parsi M Mohammadi
  10.22034/jsm.2023.1994975.1788
  The present study investigates a novel two degrees of freedom (2DOF) modeling of hybrid-bistable vibration energy harvester (VEH) considering nonlinear magnetic interaction and elastic magnifier to improve the efficiency and expand the action bandwidth. The main part of أکثر

  The present study investigates a novel two degrees of freedom (2DOF) modeling of hybrid-bistable vibration energy harvester (VEH) considering nonlinear magnetic interaction and elastic magnifier to improve the efficiency and expand the action bandwidth. The main part of harvesting mechanism is a composite cantilever beam consists of three layers of magnetostrictive, piezoelectric and a metallic core with internal damping. Such a novel architecture generates more electrical power and operates at larger bandwidth than common piezoelectric or magnetostrictive energy harvesting systems. In the present work, a coupled 2DOF model is developed to investigate the vibration behavior and energy harvesting rate of the harvester. The harmonic balance method is used to obtain the frequency responses and then the Runge-Kutta method is utilized to calculate the dynamic responses. A parametric study is done to investigate the effects of the key features of the harvester such as magnets distances, base acceleration level and excitation frequency on the rate of electricity generation. تفاصيل المقالة
• حرية الوصول المقاله
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  2 - A Distributed Parameters Model for Broadband Energy Harvesting From Nonlinear Vibration of the Piezoelectric System
  M.M Zamani M Abbasi F Forouhandeh
  10.22034/jsm.2022.1935745.1705
  To the extent of the usable bandwidth of the piezoelectric energy harvesters (PEH) and progress the harvesting proficiency, a 2-DOF bistable PEH (2D-BPEH) with an elastic substructure is developed to show the strengthened nonlinear large-amplitude periodic vibration per أکثر

  To the extent of the usable bandwidth of the piezoelectric energy harvesters (PEH) and progress the harvesting proficiency, a 2-DOF bistable PEH (2D-BPEH) with an elastic substructure is developed to show the strengthened nonlinear large-amplitude periodic vibration performances. Introducing the substructure, which is demonstrated by the mass-spring sub-system added between the distributed bimorph beam and exciting base, dynamic motions of the beam is expected to reproduce high energy trajectories and large deflections. Due to raising the accuracy of the model and results, the key novelty of the present study is to consider the mathematical model of composite smart bimorph beam with the aid of distributed parameters model and Von Karman strain relations. With the help of Hamilton’s principle, Electro mechanic modeling of the 2-DOF system has been derived and three coupled equations are consequent utilizing the Galerkin method. Primarily deflection and voltage frequency response curves are calculated analytically; then, the model has been compared and validated by the results of the 2-DOF PEH model with lumped parameter beam in the literature. Numerical results indicate that accurate designing of 2-DOF piezoelectric energy harvester parameters could intensely enhance the generating voltage and at a broader exciting frequency band. The results have shown that the 2-DOF bistable PEH coupled with elastic substructure as a magnifier harvests extra electrical power at specific input frequencies and operates at larger bandwidth than routine PEHs. تفاصيل المقالة