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Theoretical investigation on vibration frequency of sandwich plate with PFRC core and piezomagnetic face sheets under variable in-plane load

机译:平面内载荷作用下带PFRC芯和压电面板的夹层板振动频率的理论研究

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摘要

This research investigated the vibration frequency of sandwich plate made of piezoelectric fiber reinforced composite core (PFRC) and face sheets of piezomagnetic materials. The effective electroelastic constants for PFRC materials are obtained by the micromechanical approach. The resting medium of sandwich plate is modeled by Pasternak foundation including normal and shear modulus. Besides, sandwich plate is subjected to linearly varying normal stresses that change by load factor. The coupled equations of motion are derived using first order shear deformation theory (FSDT) and energy method. These equations are solved by differential quadrature method (DQM) for simply supported boundary condition. A detailed numerical study is carried out based on piezoelectricity theory to indicate the significant effect of load factor, volume fraction of fibers, modulus of elastic foundation, core-to-face sheet thickness ratio and composite materials on dimensionless frequency of sandwich plate. These findings can be used to aerospace, building and automotive industries.
机译:这项研究调查了压电纤维增强复合芯(PFRC)制成的夹层板和压电材料面板的振动频率。 PFRC材料的有效电弹性常数是通过微机械方法获得的。三明治板的静止介质由Pasternak基础建模,包括法向模量和剪切模量。此外,夹心板要承受线性变化的法向应力,该应力会随负载系数而变化。使用一阶剪切变形理论(FSDT)和能量方法,导出了耦合的运动方程。对于简单支持的边界条件,通过微分求积法(DQM)求解了这些方程。基于压电理论进行了详细的数值研究,表明载荷系数,纤维的体积分数,弹性地基的模量,芯-面层厚度比和复合材料对夹芯板无量纲频率的显着影响。这些发现可用于航空航天,建筑和汽车工业。

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