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PERIOD-HEIGHT RELATIONSHIP FOR EXISTING EUROPEAN REINFORCED CONCRETE BUILDINGS

机译:现有的欧洲钢筋混凝土建筑的周期高度关系

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Simple empirical relationships are available in many design codes to relate the height of a building to its fundamental period of vibration. These relationships have been realised for force-based design and so produce conservative estimates of period such that the lateral shear force will be conservatively predicted from an acceleration spectrum. Where assessment of a structure is concerned, however, it is the displacement demand that gives an indication of the damage that can be expected; this displacement would be underestimated with the use of the aforementioned period-height formulae. Furthermore, the period of vibration of interest in assessment is the yield period, which is calculated using the yield stiffness, also often referred to as the cracked or elastic stiffness. The derivation of a yield period-height formula for use in displacement-based assessment of European buildings is thus the focus of this work. Analytical fibre element models of RC frames of varying height have been developed and the yield period has been sought using eigenvalue, pushover and dynamic analyses.
机译:许多设计规范中都提供了简单的经验关系,以将建筑物的高度与其基本振动周期相关联。对于基于力的设计已经实现了这些关系,因此可以产生周期的保守估计,以便可以从加速度谱保守地预测横向剪力。然而,在评估结构时,位移需求表明了可以预期的损坏;使用上述周期高度公式将低估此位移。此外,评估中感兴趣的振动周期是屈服周期,它是使用屈服刚度(通常也称为破裂刚度或弹性刚度)计算的。因此,推导用于欧洲建筑物基于位移的评估中的屈服期-高度公式是这项工作的重点。已经开发了不同高度的RC框架的分析性纤维单元模型,并使用特征值,推覆和动力分析来寻求屈服期。

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