单柱支撑广告牌结构的阻力系数预测

IF 0.4 Q4 ENGINEERING, MULTIDISCIPLINARY
H. S. Samith Buddika, W. Weerasinghe, B. C. S. S. W. Rodrigo
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引用次数: 0

摘要

基于代码的方法只能用于确定常规单板广告牌在正常风向下的风荷载。基于文献,目前还没有一种简化的方法来估算单板广告牌和双板广告牌在各个方面、间隙比和风角下的阻力系数。通过对单板广告牌进行多种实验研究,建立了阻力系数、间隙比、风角等各方面的数据库。对于双板广告牌,报道的实验结果非常有限。为了获得足够的数据,进行了CFD模拟。然而,关于网格尺寸的选择和最合适的湍流模型,只有有限的出版物。基于试错法,选择了2方程k- ω海表温度模型,并进行了网格敏感性分析,以确定合适的网格尺寸。利用CFD分析得到的压力值进行线性-静力分析,计算广告牌底座的阻力和扭转力矩,从而指导广告牌的结构设计。根据得到的结果,建立了两个独立的方程来预测单板和双板广告牌所需的纵横比、间隙比和风角的阻力系数。对于这两种类型的广告牌,确定了风角的临界范围为-45°至+45°。通过将最大阻力乘以广告牌宽度的16%(单板广告牌)和22%(双板广告牌),可以估算出关于底座的最大扭转。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Prediction of Drag Force Coefficient for Single- Column-Supported Billboard Structures
A code-based approach can only be used to determine the wind loading on conventional single-plate billboards for normal wind direction. Based on the literature, no simplified method is available to estimate the drag force coefficient for single-plate and two-plate billboards for various aspects, clearance ratios, and wind angles. With the many experimental kinds of research done on single-plate billboards, a database was created for the drag force coefficient, for various aspects, clearance ratios, and wind angles. For the case of two-plate billboards, a very limited number of experimental results have been reported. In order to generate adequate data, CFD simulations were done. However, only limited publications are available regarding the selection of mesh size and the most suitable turbulence model. Based on the trial and error approach, a 2-equation k- ω SST model was selected and a mesh sensitivity analysis was done to identify the proper mesh size. Linear-Static analyses were carried out using the pressure values obtained from the CFD analysis to compute the drag force and the torsional moment about the base, which governs the structural design of billboards. With the results obtained, two separate equations were developed to predict the drag force coefficients for the required aspect, clearance ratios, and wind angle for single-plate and two-plate billboards. For both types of billboards, the critical range of wind angle was identified as -45° to +45°. The maximum torsion about the base can be estimated by multiplying the maximum drag force with 16% of the billboard width for single-plate billboards and 22% for two-plate billboards.
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