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Comparison between using generalized differential quadrature method and analytical solution in analyzing vibration behavior of nonuniform nanobeam systems

机译：广义差分正交方法与分析解决方案的比较分析非均匀纳米云系统的振动行为

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Hossein Bakhshi Khaniki1; Shahrokh Hosseini Hashemi2; Hossein Bakhshi Khaniki2;
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1. Dynamic transverse vibration characteristics of nonuniform nonlocal strain gradient beams using the generalized differential quadrature method [J] . Khaniki H. Bakhshi, Hosseini-Hashemi Sh. European Physical Journal Plus . 2017,第11期

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2. Size-dependent free flexural vibrational behavior of functionally graded nanobeams using semi-analytical differential transform method [J] . Ebrahimi Farzad, Salari Erfan Composites . 2015,第sepa期

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3. 2-d Solution For Free Vibrations Of Parabolic Shells Using Generalized Differential Quadrature Method [J] . Francesco Tornabene, Erasmo Viola European Journal of Mechanics. A, Solids . 2008,第6期

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4. Solution of composite nonuniform plate problems by the differential quadrature finite difference method [C] . Chang-New Chen ASME pressure vessels and piping conference . 2000

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5. Radial Basis Function Differential Quadrature Method for the Numerical Solution of Partial Differential Equations [D] . Watson, Daniel Wade. 2017

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6. Free vibration of a piezoelectric nanobeam resting on nonlinear Winkler-Pasternak foundation by quadrature methods [O] . Ola Ragb, Mokhtar Mohamed, M.S. Matbuly 2019

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7. Vibration Analysis of Magneto-Electro-Thermo NanoBeam Resting on Nonlinear Elastic Foundation Using Sinc and Discrete Singular Convolution Differential Quadrature Method [O] . Ola Ragb, Mokhtar Mohamed, M.S. Matbuly 2019

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Comparison between using generalized differential quadrature method and analytical solution in analyzing vibration behavior of nonuniform nanobeam systems

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