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NONLINEAR PROCEDURES FOR SEISMIC EVALUATION OF BUILDINGS

机译:建筑物地震评估的非线性程序

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New static and dynamic displacement-based procedures have been developed by the Federal Emergency Management Agency (FEMA) for the seismic evaluation and design of buildings. The static procedures calculate displacements in yielding buildings as the product of an elastic spectral displacement and coefficients C_i. Mean elastic and mean inelastic displacements are assumed to be equal for elastic periods, T_o, greater than the characteristic site period, T_g. The data presented in this paper and elsewhere support this assumption for values of the strength ratio greater than or equal to 0.20. For T_o<=T_g, mean inelastic displacements can substantially exceed mean elastic displacements for all values of the strength ratio; FEMA 273 accounts for this observation by the coefficient C1. However, the FEMA 273 cap on C_1(= l.5) is not sufficiently conservative and should be increased to 3.0 for the analysis and design of modern construction. The effects of stiffness degradation, strength deterioration and pinching are represented in FEMA 273 by the coefficient C_2. The values assigned to C_2 appear to be most reasonable. Nonlinear dynamic analysis is being widely used to estimate maximum deformations and displacements in buildings. The values calculated for the maximum deformations and displacements will be dependent upon the means used to characterise structural damping in the building frame. Although structural damping is routinely implemented through a damping constant (or matrix), such an implementation will overestimate the effects of structural damping in a yielding building and underestimate maximum deformations and displacements. Structural damping should be characterized by the target damping ratio (typically 5/100 of critical) at the point of maximum displacement. Copyright
机译:联邦紧急事务管理局(FEMA)已开发了基于静态和动态位移的新程序,用于建筑物的地震评估和设计。静态程序将屈服建筑物中的位移计算为弹性光谱位移与系数C_i的乘积。假定弹性周期T_o的平均弹性位移和平均非弹性位移等于特征位置周期T_g。本文和其他地方提供的数据支持这种假设,即强度比的值大于或等于0.20。对于T_o <= T_g,对于所有强度比值,平均非弹性位移可以大大超过平均弹性位移; FEMA 273通过系数C1解决了这一问题。但是,C_1(= 1.5)的FEMA 273上限不够保守,应该将其提高到3.0,以进行现代建筑的分析和设计。刚度降低,强度降低和收缩的影响在FEMA 273中由系数C_2表示。分配给C_2的值似乎是最合理的。非线性动力学分析被广泛用于估计建筑物中的最大变形和位移。计算出的最大变形和位移的值将取决于用来表征建筑框架中结构阻尼的方法。尽管通常通过阻尼常数(或矩阵)来实现结构阻尼,但是这种实现会高估屈服建筑物中结构阻尼的影响,并会低估最大变形和位移。结构阻尼的特征在于最大位移点的目标阻尼比(通常为临界的5/100)。版权

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