Based upon nonlinear analysis theories for single-layer reticulated shells under fire conditions,more than 800 FEA models for four types of single-layer reticulated shells(K8,Geodesic,Schwedler,and Lamella) with diffe...Based upon nonlinear analysis theories for single-layer reticulated shells under fire conditions,more than 800 FEA models for four types of single-layer reticulated shells(K8,Geodesic,Schwedler,and Lamella) with different geometric parameters were set,and nonlinear finite element complete-process analysis under fire condition were conducted on the two typical cases,i.e.,global non-uniform temperature distribution and localized high temperature.By analyzing the calculation results for elasto-plastic stability bearing capacity,the practical calculation formulae for calculating elasto-plastic stability bearing capacity under fire condition were obtained.展开更多
基金supported by the National Natural Science Foundation of China (Grant No. 51208019)the Specialized Research Fund for the Doctoral Program of Higher Education of China (Grant No. 20091102120034)
文摘Based upon nonlinear analysis theories for single-layer reticulated shells under fire conditions,more than 800 FEA models for four types of single-layer reticulated shells(K8,Geodesic,Schwedler,and Lamella) with different geometric parameters were set,and nonlinear finite element complete-process analysis under fire condition were conducted on the two typical cases,i.e.,global non-uniform temperature distribution and localized high temperature.By analyzing the calculation results for elasto-plastic stability bearing capacity,the practical calculation formulae for calculating elasto-plastic stability bearing capacity under fire condition were obtained.
