用解析法计算直肋楼板的刚度

M. Mozgolov, E. V. Kozlova
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引用次数: 3

摘要

介绍。对华夫板的解析计算和计算机辅助计算的分析表明,根据已建立的有限元模型和结构几何形状,梁中的力可以发生显着变化。在比较弯矩时,通常使用解析模型作为参考。文献中的实例表明,在确定结构荷载时,无论板的几何形状如何,单个中心正交梁或有条件选择梁的刚度都用于计算。在这项工作中,利用分析计算中单个梁的刚度评估了直华夫板梁中产生的力的准确性。材料和方法。采用有限元法对直肋华夫板中部不同刚度梁的弯矩进行了解析计算和SCAD软件计算。考虑了具有不同宽高比的12.0 × 12.0 m方形平面楼板,以及具有1.5 × 1.5 m方形楼板和不同跨径比的楼板。计算机模型采用t型梁梁结构。方形沉箱平面方板的弯矩解析计算值与计算机辅助有限元法计算值吻合,是一种特殊情况。矩形板和矩形沉箱板的弯矩解析计算与有限元计算结果不同。随着跨边比或沉箱边比的增大,这些偏差也随之增大。在一般计算中,使用单个中心正交梁的刚度或有条件地选择梁的刚度来解析确定直华夫板梁的受力会导致错误的结果。
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Use of analytical method for calculating stiffnesses of straight waffle slabs
Introduction. The analysis of analytical and computer-assisted calculations of waffle slabs shows that, depending on the established finite-element model and structure geometry, the forces in beams can vary significantly. As a rule, the analytical model is used as a reference when comparing bending moments. Examples available in the literature show that regardless of the slab geometry, the stiffness of individual central orthogonal beams or conditionally selected beams is used in the calculations when determining structural loads.Aim. In this work, the accuracy of resulting forces in the beams of straight waffle slabs was assessed using the stiffness of individual beams in the analytical calculation.Materials and methods. The work was carried out by comparing the bending moments obtained analytically and in the SCAD software by the finite-element method for beams having various stiffnesses in the central zones of straight waffle slabs. 12.0 × 12.0 m slabs square in plan having different aspect ratios of waffle were considered, as well as slabs having square 1.5 × 1.5 m waffles and different aspect ratios of spans. A T-beam-and-girder construction was used in the computer model.Results. The values of bending moments of slabs square in plan having square caissons calculated analytically and using the computer-assisted finite-element method coincide, being a particular case. The bending moments calculated analytically and using the finite-element method for rectangular slabs or slabs having rectangular caissons differ. As the ratio of the span or caisson sides increases, these deviations increase.Conclusions. In the general calculation, using the stiffnesses of individual central orthogonal beams or conditionally selected beams for the analytical determination of forces in the beams of straight waffle slabs leads to erroneous results. 
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