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Fourier series based FE analysis of a disc under prescribed displacements-elastic stress study

机译:规定位移下基于Fourier级数的圆盘有限元分析-弹性应力研究

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This paper examines the numerical displacements and stresses developed around a disc under horizontal prescribed displacements and at the interface separating it from the surrounding elastic soil. Since the geometry of the problem exhibits axial symmetry and the loading is non-axisymmetric, the semi-analytical FE approach is used as it proves to be efficient and economical. First, both analytical and numerical expressions for soil reaction are established and compared. Results of comparison show a very good agreement. Then, for different values of the soil Poisson's ratio, normal radial stresses, orthoradial stresses and shear stresses distributions along radial distance reaching 20r_d (r_d is the disc radius) are presented for a disc that has either perfectly smooth or perfectly rough interfaces with the elastic medium. The paper finishes by showing the effect of the soil Poisson's ratio as well as the relative soil/interface stiffness on the stresses developed at the interface locations.
机译:本文研究了在水平规定位移下以及圆盘与周围弹性土壤分开的界面处,圆盘周围产生的数值位移和应力。由于问题的几何形状表现出轴向对称性,并且载荷是非轴对称的,因此使用半解析有限元方法,因为它被证明是有效且经济的。首先,建立并比较了土壤反应的解析表达式和数值表达式。比较结果显示出很好的一致性。然后,针对不同的土壤泊松比值,给出了径向半径达到20r_d(r_d是圆盘半径)的法向径向应力,正交辐射应力和切应力分布,该圆盘具有与弹性体完全光滑或完全粗糙的界面介质。本文通过显示土壤泊松比以及相对土壤/界面刚度对界面位置处产生的应力的影响来完成。

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