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Nanoscale mass nanosensor based on the vibration analysis of embedded magneto-electro-elastic nanoplate made of FGMs via nonlocal Mindlin plate theory

机译：基于嵌入式磁线型纳米液体通过非识别型思维板理论制成的嵌入式磁力弹性纳米板振动分析的纳米载体

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M. Hosseini; M. R. Mofidi; A. Jamalpoor; M. Safi Jahanshahi;
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1. Nanoscale mass nanosensor based on the vibration analysis of embedded magneto-electro-elastic nanoplate made of FGMs via nonlocal Mindlin plate theory [J] . Hosseini M., Mofidi M. R., Jamalpoor A., Microsystem technologies . 2018,第5期

机译：基于嵌入式磁电弹性纳米板的振动分析通过非识别型思维林板理论基于嵌入式磁体电弹性纳米板振动分析
2. Free vibration and buckling analyses of magneto-electro-elastic FGM nanoplates based on nonlocal modified higher-order sinusoidal shear deformation theory [J] . Composites . 2020,第Feba1期

机译：基于非局部修正高阶正弦剪切变形理论的磁电弹性FGM纳米板的自由振动和屈曲分析
3. Vibration analysis of orthotropic circular and elliptical nano-plates embedded in elastic medium based on nonlocal Mindlin plate theory and using Galerkin method [J] . Anjomshoa Amin, Tahani Masoud Journal of Mechanical Science and Technology . 2016,第6期

机译：基于非局部Mindlin板理论和Galerkin方法的弹性介质中正交各向异性圆形和椭圆形纳米板的振动分析
4. ON THE APPLICATION OF MINDLIN'S PLATE THEORY TO FREE VIBRATION ANALYSIS OF PIEZOELECTRIC COUPLED CIRCULAR FGM PLATE [C] . Farzad Ebrahimi, Abbas Rastgoo ASME pressure vessels and piping conference;PVP2008 . 2009

机译：Mindlin板理论在压电耦合圆形FGM板自由振动分析中的应用
5. Nonlinear static, buckling and dynamic analysis of piezothermoelastic composite plates using Reissner-Mindlin theory based on a mixed hierarchic finite element formulation. [D] . Datchanamourty, Balasubramanian. 2008

机译：基于混合分层有限元公式的Reissner-Mindlin理论，对压电热弹性复合板的非线性静，屈曲和动力分析。
6. Critical Temperatures for Vibrations and Buckling of Magneto-Electro-Elastic Nonlocal Strain Gradient Plates [O] . Giovanni Tocci Monaco, Nicholas Fantuzzi, Francesco Fabbrocino, 2021

机译：磁力弹性非局部应变梯度板振动和屈曲的临界温度
7. Static analysis of nanoplates based on the nonlocal Kirchhoff and Mindlin plate theories using DQM [O] . Hassan Kananipour 2014

机译：基于非本体Kirchhoff和Mindlin Plates理论的纳米液体静态分析使用DQM

Nanoscale mass nanosensor based on the vibration analysis of embedded magneto-electro-elastic nanoplate made of FGMs via nonlocal Mindlin plate theory

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