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Base shear determination using response-spectrum modal analysis of multi-degree-of-freedom systems with soil-structure interaction

机译:利用响应 - 谱模态分析与土壤结构相互作用的多程度自由度响应频谱模态分析的基础剪切确定

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Building codes and design guidelines, e.g. FEMA (NEHRP recommended seismic provisions for new buildings and other structures, FEMA P-1050, Washington, 2015) and ASCE (Minimum design loads for buildings and other structures ASCE/SEI 7-10/2010, Reston, 2010), describe the problem of multi-degree-of-freedom systems with soil-structure interaction (SSI). These systems are modeled like those having a fundamental degree of freedom on a foundation with lateral and rotational interactions and the other vibration modes isolated and supported on a fixed foundation. This model oversimplifies the problem, neglecting the effects of having all modes coupled in the foundation with SSI. A simple, easily programmable, SSI model in which all vibration modes are coupled an attached to an infinitely rigid shallow foundation subjected to soil excitation is introduced here. Initially, the total response of the coupled system is calculated. Then, using traditional procedures to combine modal responses, a simplified alternative methodology to find the total response of this coupled system is proposed. The new methodology is verified against a robust numerical technique, i.e. boundary elements method, using a wide variety of cases that combine several types of soils, building heights and two structural typologies: bending frames and shear walls. Finally, it is clear from the parametric study that current methodologies, based only on the interaction of the fundamental mode of vibration of the structure, in some cases has a significant influence on the total base shear of buildings, particularly in tall buildings founded in soft soils.
机译:建筑码和设计指南,例如FEMA(Nehrp推荐用于新建筑物和其他结构的地震规定,FEMA P-1050,华盛顿州,2015年)和ASCE(建筑物的最低设计负载和其他结构ASCE / SEI 7-10 / 2010,Reston,2010)描述了问题土壤结构相互作用的多程度自由度(SSI)。这些系统的建模是在横向和旋转相互作用的基础上具有基础自由度的建模,以及固定基础上分离和支持的其他振动模式。该模型过度简化了问题,忽略了用SSI基础耦合的所有模式的效果。在此引入了一种简单,易于编程的SSI模型,其中所有振动模式都是连接到经过土壤激发的无限刚性浅基础的连接。最初,计算耦合系统的总响应。然后,使用传统的程序来组合模态响应,提出了一种简化的替代方法,以找到该耦合系统的总响应。通过稳健的数值技术验证新方法,即边界元素方法,使用各种各样的土壤,建筑物高度和两个结构类型的各种情况:弯曲框架和剪力墙。最后,从参数学研究中可以清楚地看出,目前的方法仅基于结构的基本振动模式的相互作用,在某些情况下,对建筑物的总剪切产生了重大影响,特别是在高柔软的高层建筑中土壤。

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