| 铝面板PMI泡沫芯夹层梁弹性弯曲的二维模型 |
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| 引用本文： | 吴晓. 铝面板PMI泡沫芯夹层梁弹性弯曲的二维模型[J]. 力学季刊, 2016, 37(2): 389-394. DOI: 10.15959/j.cnki.0254-0053.2016.02.021 |
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| 作者姓名： | 吴晓 |
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| 摘 要： | 将面板PMI泡沫芯夹层梁的弯曲问题按平面应力问题研究，采用弹性理论建立了铝面板PMI泡沫芯夹层梁弯曲变形的微分方程，利用奇异函数把作用在梁上的外载荷表示为分布载荷，推导出了铝面板PMI泡沫芯夹层梁弯曲变形时的挠曲线表达式．采用该方法对面板PMI泡沫芯夹层梁弯曲挠度进行计算，将求得的计算结果与有限元法结果及实验数据进行对比，发现该方法求得的梁中点挠度更接近实验值，这说明该方法可靠的．该方法给出了铝面板PMI泡沫芯夹层梁弯曲时的挠度计算通式，而且梁中点挠度计算公式的表达形式也较为简便，可方便工程设计人员在工程实际中推广应用．
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| 关 键 词： | 铝面板 泡沫芯 夹层梁 弯曲 弹性 挠度 |
Two-Dimensional Model for the Elastic Bending of a Sandwich Beam with Aluminium Panels and PMI Foam Core |
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| WU Xiao. Two-Dimensional Model for the Elastic Bending of a Sandwich Beam with Aluminium Panels and PMI Foam Core[J]. Chinese Quarterly Mechanics, 2016, 37(2): 389-394. DOI: 10.15959/j.cnki.0254-0053.2016.02.021 |
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| Authors: | WU Xiao |
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| Abstract: | In this paper, we take the bending of a sandwich beam with aluminium panels and PMI foam core as the plane stress problem, and establish the differential equations the beam bending deformation using elasticity theory. The external load on the beam is transferred into a distributed loading utilizing the singular functions, and the expression of deflection curves of the sandwich beam is derived. The given examples show that the result of our model is closer to the experimental data compared with that of the finite element method, indicating that the present method is reliable. Furthermore, the general solution of the bending of the sandwich beam with aluminium panels and PMI foam core is given with a simple formula of the center deflection. The method is convenient for the engineers to apply to practical applications. |
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| Keywords: | aluminium faces foam core sandwich beams bend elasticity deflection |
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