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Extended meshfree analysis of transverse and inplane loading of a laminated anisotropic plate of general planform geometry

机译:扩展的无网格分析,平面形状几何形状的各向异性各向异性板的横向和平面内载荷

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摘要

An extended meshfree method is presented for the analysis of a laminated anisotropic plate under elastostatic loading. The plate may be of any planform shape with its thickness profile composed of perfectly bonded uniform thickness layers of distinct anisotropic materials. Both transverse and inplane loads are considered using a first order shear deformation theory for flexural behavior and generalized plane stress for the membrane behavior. In this extended meshfree method, a rectangular domain is initially considered with the plate of arbitrary geometry inscribed within it. A particular solution in the form of an analytic generalized Navier solution (a compound double Fourier series) is used to capture the response due to the loading within the rectangular domain. Then, a homogeneous solution by meshfree analysis is added to treat the augmented boundary conditions on the actual contour of the plate. These augmented conditions are composed of the prescribed values and that of the particular solution evaluated around the plate's contour.
机译:提出了一种扩展的无网格方法,用于在弹力载荷下分析叠层各向异性板。该板可以是任何平面形状,其厚度轮廓由不同各向异性材料的完美粘结的均匀厚度层组成。使用一阶剪切变形理论针对弯曲行为考虑横向载荷和平面载荷,针对膜行为考虑广义平面应力。在这种扩展的无网格方法中,最初考虑的是矩形区域,其中刻有任意几何形状的板。解析的广义Navier解形式的特殊解(复合双傅里叶级数)用于捕获由于矩形域内的负载而引起的响应。然后,通过无网格分析添加均匀溶液,以处理板的实际轮廓上的增大边界条件。这些增加的条件包括规定值和围绕板轮廓评估的特定解决方案的值。

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