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Mathematical Analysis of Stiffness of Orthotropic Beam with Hollow Circular and Rectangular Cross-sections

机译:空心圆形横截面的正交梁刚度的数学分析

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Stiffness and strength of mechanical materials have to be thoroughly investigated to avoid functional and physical failures. This study investigates, analytically, the stiffness of wood beam, which is an example of orthotropic material, with different cross-sectional areas. The moment of inertia for each type of wood, considered, was analysed. The axial stiffness and bending stiffness were also computed for different cross-sectional areas. Comparisons were made and results are consistent with the ones in the literature. Specifically, it was observed that the cross-sectional areas of wood have a lot of influence on its mechanical properties. The axial stiffness, bending stiffness, shear stresses and moment of inertia of the orthotropic solid materials, considered, depend on their cross-sectional areas, to a large extent.
机译:必须彻底研究机械材料的刚度和强度,以避免功能性和物理故障。 本研究分析研究了木梁的刚度,这是具有不同横截面积的正交材料的一个例子。 分析了考虑的每种木材的惯性矩。 对于不同的横截面积,还计算了轴向刚度和弯曲刚度。 进行了比较,结果与文献中的结果一致。 具体地,观察到木材的横截面积对其机械性能有很大影响。 在很大程度上取决于它们的正面固体材料的轴向刚度,弯曲刚度,剪切应力和惯性矩依赖于其横截面积。

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