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A SIMPLIFIED ANALYSIS METHOD FOR ELASTO-PLASTIC SEISMIC RESPONSE USING THE ENERGY BALANCE EQUATION OF A MAXIMUM HYSTERESIS LOOP

机译:一种使用最大滞后回路的能量平衡方程的弹塑性地震响应简化分析方法

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With increasing magnitude of design earthquake ground motions, it is necessary to develop methods of evaluating the seismic safety margin that are more exact than the current methods. However, a standard nonlinear analysis method requires step by step calculations of the numerical time integration scheme to obtain the seismic response. The authors present a new simplified analysis method of elasto-plastic seismic response. The proposed method is formulated by the energy balance between the input energy and the dissipated energy of an equivalent single degree of freedom model for actual equipment. Assuming the harmonic resonance of the single degree of freedom model, the maximum displacement response can be estimated conservatively. To verify the proposed method, static tests and vibration tests with cantilever-type specimens were performed. The vibration tests were conducted with sine, sweep down sine and random waves to verify the conservativeness of the proposed method. Comparisons of the maximum displacement between the tests and the proposed method show the conservative estimation of the displacement by the proposed method.
机译:随着设计地震地面运动的增加,有必要开发评估更精确的地震安全裕度的方法,这些方法比目前的方法更加精确。然而,标准非线性分析方法需要步骤计算数值时间整合方案以获得地震响应。作者提出了一种新的简化分析方法的弹性塑料地震反应。所提出的方法由输入能量与实际设备的等同单一自由度模型的耗散能量之间的能量平衡配制。假设单一自由度模型的谐振共振,可以保守最大位移响应。为了验证所提出的方法,进行静态试验和悬臂式样品的振动试验。振动试验用正弦,扫描正弦和随机波进行,以验证所提出的方法的保守性。测试与所提出的方法之间的最大位移的比较显示了所提出的方法对位移的保守估计。

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