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Mathematical Modelling of Stepped Beam Energy Harvesting Using Euler-Bernoulli's Theory

机译:使用Euler-Bernoulli理论的阶梯式光束能量收割的数学建模

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Energy harvesting with cantilever beam is the most commonly used method for small electrical input devices like sensors etc. Uniform cantilever beam with no concentrated mass at the end produces less energy than the beam with concentrated mass at end. In this paper, instead of addition of the tip mass, single step beam with no concentrated mass is studied. Stepped beam with less stiff end as fixed end, given excitation at the base showing better results than the uniform beam with base excitation at the fixed end in form of transmissibility function. Frequency response function (FRF) has been plotted for voltage output, current and power, showing good results than the uniform beam. While comparing the results between the uniform beam and stepped beam the total mass kept equal.
机译:悬臂梁的能量收获是最常用的小电气输入装置的方法,如传感器等。均匀的悬臂梁,在末端没有浓缩质量的浓度产生较少的能量。在本文中,研究除了添加尖端块,还研究了没有浓缩物质的单步梁。阶梯式梁较少的末端作为固定端,在底座上给出激发,显示出比具有透射功能的固定端的固定端的均匀梁的均匀梁更好。频率响应函数(FRF)已经绘制了电压输出,电流和功率,显示出比均匀光束的良好结果。在比较均匀光束和阶梯束之间的结果的同时,总质量保持相等。

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