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THE COMPLEX-COMPLETE-QUADRATIC-COMBINATION (CCQC) METHOD FOR SEISMIC RESPONSES OF NON-CLASSICALLY DAMPED LINEAR MDOF SYSTEM

机译:用于非经典阻尼线性MDOF系统的抗震响应的复杂完整 - 二次组合(CCQC)方法

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In this paper, for non-classically damped linear multiple degrees of freedom system with complex modes, the CCQC method for calculation of maximum seismic responses of structures based on response spectra is deduced following similar procedures as the wellknown CQC method, in which new modal displacement-velocity and velocity correlation coefficients are involved besides the modal displacement correlation coefficient in normal CQC formula. The new real value form formula of CCQC method not only is as concise as that of normal CQC method but also has explicit physical meaning. The results obtained from CCQC approach are discussed and verified in example through step by step integration computation under a prescribed earthquake motion input. From examplary analyses, it may be pointed that the CCQC algorithm normally gives conservative outcome and that the forced mode uncoupling approach has good approximation even the discussed examplary structures are strongly non-proportional.
机译:在本文中,对于具有复杂模式的非经典衰减线性多度自由度系统,在与Kilknown CQC方法中相似的过程,推导出基于响应光谱的结构基于响应光谱的结构的最大地震响应的CCQC方法,其中新的模态位移除了正常CQC公式中的模态位移相关系数之外,涉及 - 涉及velocity和速度相关系数。 CCQC方法的新实值形式公式不仅与正常CQC方法一样简洁,而且还具有明确的物理含义。在规定地震运动输入下,在实施例通过步骤集成计算中讨论和验证了从CCQC方法获得的结果。从模拟分析中,可以指出,CCQC算法通常提供保守结果,并且即使所讨论的模拟结构也具有良好的近似性的强制模式的近似。

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