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Meshfree analysis of non-rectangular sandwich plates based on refined C~0 higher order shear deformation theories

机译:基于精制C〜0高阶剪切变形理论的非矩形三明治板的网图分析

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摘要

In the present work, bending and free vibration characteristics of non-rectangular laminated composite and sandwich plates are investigated using C~0 meshfree formulation based on element free Galerkin (EFG) method with moving kriging (MK) shape function and newly proposed higher-order shear deformation theories. The five new refined higher-order theories with non-polynomial transverse shear stress functions are proposed, which automatically satisfy traction free conditions on top and the bottom surfaces of the plate. The governing differential equations of motion for the continuum system are derived through the minimization of Lagrange functional and are discretized into the algebraic form using MK based meshfree method. The accuracy and applicability of the proposed models are examined first for benchmark problems on the bending and vibration analysis of thin and thick laminated composite and sandwich square plates. Thereafter, several new results on the flexural and free vibration behaviour of sandwich skew, trapezoidal and L-shaped plates, hitherto not found in the literature, are presented for various geometrical parameters and boundary conditions. The presented results for the sandwich plates may serve as the benchmark solutions for the other numerical methods employed for structural analysis of complicated geometry.
机译:在本作的工作中,使用基于元素免费的Galerkin(EFG)方法的C〜0网格普通配方研究了非矩形层压复合材料和夹层板的弯曲和自由振动特性,具有移动克里格(MK)形状和新提出的高阶剪切变形理论。提出了具有非多项式横向剪切应力功能的五种新的精细高阶理论,其自动满足板上和底表面的无牵引条件。通过最小化拉格朗日功能的最小化,通过基于MK的网格普通方法来导出连续体系的控制的控制差分方程。提出拟议模型的准确性和适用性首先是对薄厚层压复合材料和三明治方板弯曲和振动分析的基准问题。此后,针对各种几何参数和边界条件,提出了夹层偏斜,梯形偏振,梯形和L形板的弯曲和自由振动行为的几个新结果,用于各种几何参数和边界条件。夹层板的所呈现的结果可以用作用于复杂几何结构的结构分析的其他数值方法的基准解决方案。

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