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水泥工厂预均化库屋盖网壳结构风荷载体型系数研究
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摘要
近年来,随着空间结构的迅速发展和结构体型的不断创新,同时伴随着风灾的加剧,使得结构风工程越来越引起重视。结构风压系数的计算是结构风工程的主要目的之一。
     本文采用基于计算流体动力学(CFD)的数值风洞方法来研究风荷载体型系数问题。首先采用数值风洞方法计算出球面屋盖风压系数,通过与现有的风洞试验结果及各国规范相关条款的比较,验证了数值风洞方法的可行性与可靠性。
     然后针对三种跨度球面屋盖(跨度=66m、86m、96m)进行了数值风洞分析,比较了有无侧墙对球面屋盖风压系数的影响,确定了球面屋盖表面风压的分布规律,分区给出了球面屋盖体型系数取值建议。分析表明球面屋盖风压系数与屋盖跨度基本无关,且侧墙封闭与否对球面屋盖风压系数影响较小。
     最后,采用数值风洞方法确定了不同风向角下两种跨度柱面屋盖(跨度= 49m、60m)风荷载体型系数,确定了不同区域柱面屋盖体型系数取值建议。分析表明柱面屋盖风压系数与屋盖跨度基本无关,而山墙封闭与否对柱面屋盖端区风压系数影响较大。
Due to rapid development of spatial structures and increasing of wind disaster, structural wind engineering for large span spatial structures arouses more attention recently. One of the main purposes of structural wind engineering is to determine the wind pressure coefficients for structures.
     In this paper, the numerical wind tunnel method (NWTM), based on the Computational Fluid Dynamics, is applied to wind load analysis. The wind pressure coefficients of spherical shell roof were first determined by NWTM and the results agreed well with those of wind tunnel test and codes of different countries. The feasibility and reliability of numerical wind tunnel method were verified.
     Then, numerical wind tunnel analysis is carried out to determine wind pressure on spherical shell roofs (span = 66m, 86m and 96m). The distribution of wind pressure on the spherical shell roofs was investigated and the wind pressure coefficients were given by regions for structure design. The effect of side walls on wind pressure coefficients was studied. It was shown that the wind pressure coefficients are nearly irrelevant with the span of the spherical shell roofs and the existence of the side walls.
     Finnally, numerical wind tunnel analysis is carried out to determine wind pressure on cylindrical shell roofs (span = 49m and 60m). The distribution of wind pressure on cylindrical shell roofs was investigated and the wind pressure coefficients were given by regions for structure design. The effect of end walls on wind pressure coefficients was studied. It was shown that the wind pressure coefficients are nearly irrelevant with the span of the cylindrical shell roofs and the end walls has large effect on the wind pressure coefficients of the end regions.
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