梯度压力作用下GFRP闸门板弯曲弹性性能试验与理论模型研究

Experimental and Theoretical Model Study on Bending Elastic Energy of GFRP Gate Panel Under Gradient Pressure

  • 摘要: 为研究梯度压力作用下GFRP闸门板弯曲弹性性能,设计6个具有不同面板厚度、格栅厚度及计算跨度的GFRP闸门板试件,开展对边固支-对边自由边界条件下梯度荷载堆载试验,重点分析不同结构参数对GFRP闸门板试件弯曲变形性能的影响规律。试验结果表明:GFRP闸门板梯度荷载加载过程分为三个阶段,即初始弹性变形阶段、界面微损伤阶段、弹性恢复阶段;增加面板厚度、格栅厚度均能有效降低GFRP闸门板的弯曲变形程度,其中增加格栅厚度可最为有效提高GFRP闸门板弯曲变形能力,采用长跨度设计需严格控制板底部中心的变形。基于单三角级数法构建了GFRP闸门板在静水压力作用下的挠曲变形函数,并基于最小势能原理推导出挠曲函数理论解析解。结果表明,理论计算值与试验值误差控制在14.00%以内,所建立的计算公式能够较好地预测此类GFRP闸门板的受弯变形性能。

     

    Abstract: In order to study the bending elastic properties of GFRP gates under gradient pressure, six GFRP gate panel specimens with different panel thicknesses, grid structure parameters and calculated spans were designed. A gradient load stacking test was carried out under the boundary conditions of fixed support on one pair of opposite sides and free on the other pair of opposite sides. The influence laws of different structural parameters on the bending deformation characteristics of GFRP gate panel specimens were mainly analyzed. The test results show that the gradient load loading process of the GFRP gate panel is divided into three stages, namely the initial elastic deformation stage, the interface micro-damage stage, and the elastic recovery stage. Increasing the thickness of the panel and the grid can effectively reduce the degree of bending deformation of the GFRP gate panel. Among them, increasing the thickness of the grid can most effectively improve the flexural deformation capacity of the GFRP gate panel. When adopting a long-span design, the deformation at the center of the bottom of the panel needs to be strictly controlled. Based on the single trigonometric series method, a deflection deformation function of the GFRP gate panel under hydrostatic pressure was constructed, and the theoretical analytical solution of the deflection function was derived based on the principle of minimum potential energy. The results show that the error between the theoretical calculation value and the test value is controlled within 14.00%, and the established calculation formula can well predict the flexural bearing capacity of such GFRP gate panels.

     

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