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Shear and Bending Stiffness of Single and Stacked Sandwich Beams

机译:单层和叠层夹心梁的剪切刚度和弯曲刚度

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The objectives of this research were model the bending stiffness (El), and the shear stiffness (GA) of some sandwich beams and to experimentally verify those predictions. The effort involved both single layer sandwich beams and stacked or multiple layer beams. The purpose of stacking two or more sandwich panels was to produce deeper, stiffer, and stronger specimens. In this case, faceplates are also located at intermediate locations, as well as top and bottom of the panels. The sandwich layers have been glued together using 3M Scotch-Weld 1838 B/A Green Epoxy.Three-point bending was used to experimentally determine the bending and shear stiffness o single and stacked sandwich beams of varying lengths. Since the basic Euler-Bernoulli beam theory ignores the effect of shear stresses and the resulting shear deformation for short beams, the Timoshenko beam theory was used. The general procedure for determining the values of El and GA involved experimentally determining the slope of linear portion of the load-deflection curve for a given length. This yielded the value of w_(max)/P for that length. The testing of various lengths produced a plot of 4w_(max)/PL vs. L~2. The slope of this line provided a good estimate of the value ofl/12E_b J., while the extrapolated intercept yielded l/A_sG_b.
机译:这项研究的目的是对一些夹层梁的弯曲刚度(El)和剪切刚度(GA)进行建模,并通过实验验证这些预测。这项工作涉及单层夹层梁和堆叠或多层梁。堆叠两个或更多夹心板的目的是产生更深,更硬和更坚固的样本。在这种情况下,面板也位于面板的顶部和底部的中间位置。三明治层已使用3M Scotch-Weld 1838 B / A绿色环氧树脂胶粘在一起。 三点弯曲用于实验确定不同长度的单层和叠层夹心梁的弯曲和剪切刚度。由于基本的Euler-Bernoulli梁理论忽略了剪应力和短梁所产生的剪切变形的影响,因此使用了Timoshenko梁理论。确定E1和GA值的一般过程包括通过实验确定给定长度的载荷-挠度曲线的线性部分的斜率。得出该长度的w_(max)/ P值。各种长度的测试得出4w_(max)/ PL与L〜2的关系图。这条线的斜率很好地估计了l / 12E_b J.的值,而外推截距得出l / A_sG_b。

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