Graded Multilayered(分级多层)研究综述
Graded Multilayered 分级多层 - This paper investigates the problem of a functionally graded multilayered one-dimensional orthorhombic quasicrystal plate with simply supported edge conditions. [1] In this paper, we create a new model of functionally graded multilayered 1D piezoelectric quasicrystal plates using the state vector approach, in which varying functionally graded electro-elastic properties can be extended from exponential to linear and higher order in the thickness direction. [2] Based on the nonlocal elasticity theory, the static bending deformation of a functionally graded multilayered one-dimensional (1D) hexagonal piezoelectric quasicrystal (PQC) simply supported nanoplate is investigated under surface mechanical loadings. [3]本文研究了具有简支边缘条件的功能梯度多层一维正交准晶板问题。 [1] 在本文中，我们使用状态向量方法创建了一个新的功能梯度多层一维压电准晶体板模型，其中不同的功能梯度电弹性特性可以在厚度方向上从指数级扩展到线性和更高阶。 [2] 基于非局部弹性理论，研究了功能梯度多层一维（1D）六方压电准晶体（PQC）简支纳米板在表面机械载荷下的静态弯曲变形。 [3]
Functionally Graded Multilayered 功能分级多层
This paper investigates the problem of a functionally graded multilayered one-dimensional orthorhombic quasicrystal plate with simply supported edge conditions. [1] In this paper, we create a new model of functionally graded multilayered 1D piezoelectric quasicrystal plates using the state vector approach, in which varying functionally graded electro-elastic properties can be extended from exponential to linear and higher order in the thickness direction. [2] Based on the nonlocal elasticity theory, the static bending deformation of a functionally graded multilayered one-dimensional (1D) hexagonal piezoelectric quasicrystal (PQC) simply supported nanoplate is investigated under surface mechanical loadings. [3]本文研究了具有简支边缘条件的功能梯度多层一维正交准晶板问题。 [1] 在本文中，我们使用状态向量方法创建了一个新的功能梯度多层一维压电准晶体板模型，其中不同的功能梯度电弹性特性可以在厚度方向上从指数级扩展到线性和更高阶。 [2] 基于非局部弹性理论，研究了功能梯度多层一维（1D）六方压电准晶体（PQC）简支纳米板在表面机械载荷下的静态弯曲变形。 [3]
graded multilayered one 分级多层一
This paper investigates the problem of a functionally graded multilayered one-dimensional orthorhombic quasicrystal plate with simply supported edge conditions. [1] Based on the nonlocal elasticity theory, the static bending deformation of a functionally graded multilayered one-dimensional (1D) hexagonal piezoelectric quasicrystal (PQC) simply supported nanoplate is investigated under surface mechanical loadings. [2]本文研究了具有简支边缘条件的功能梯度多层一维正交准晶板问题。 [1] 基于非局部弹性理论，研究了功能梯度多层一维（1D）六方压电准晶体（PQC）简支纳米板在表面机械载荷下的静态弯曲变形。 [2]