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Estimation with a Few Strain Gages of Stress Fields near a Notch Root of Actual Structures Under In-Plane Loading

机译:平面载荷作用下,实际结构的缺口根附近的应力场应变计估计

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In this paper, a simple method is proposed for estimating with a few strain gages stress fields near a notch root in plates under in-plane loading. In the present method, the stress fields are estimated by solving the boundary value problems. Concretely, we use the Airy's stress function for an arbitrary plate with a free circular hole, considering an edge near a notch root as a part of a free ciruclar hole. The unknown coefficients of the Airy's stress function are determined from stress values with strain gages along a certain closed curve so that the Airy's stress function satisfies the boundary conditions at the curve. The strain values are measured only at four points on a circular arc whoseradius is 1.5 times as large as the notch root radius. The method of least squares is used for determining the unknown coefficients. We demosntrate the present method using eight types of notched plastes. We obtained accurate estimation results except for a few cases.
机译:在本文中,提出了一种简单的方法来估计平面内载荷作用下板的缺口根附近的一些应变计应力场。在本方法中,通过解决边界值问题来估计应力场。具体来说,我们将Airy应力函数用于带有自由圆形孔的任意板,并将槽口根附近的边缘视为自由ciruclar孔的一部分。艾里应力函数的未知系数由沿着某个闭合曲线的应变计的应力值确定,因此艾里应力函数满足曲线上的边界条件。仅在半径为缺口根半径1.5倍的圆弧上的四个点处测量应变值。最小二乘法用于确定未知系数。我们使用八种带凹口的塑料来说明本方法。除少数情况外,我们获得了准确的估计结果。

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