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Relationship between Fourier and response spectral ratios based on random vibration theory

机译:基于随机振动理论的傅里叶与响应谱比之间的关系

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In this study, an expression of relationship between RSR withrnFSR is derived based on random vibration theory. Then, systemicrnrelationships between the two spectral ratios are explored basedrnon the derived equation. Following conclusions are obtained.rn(1) The shape of RSR is nearly consistent with that of FSR.rn(2) Maximum values of FSR and RSR occur at the same period,rnand the one of FSR systematically exceeds that of RSR.rn(3) The relationship between the two spectral ratios is dependentrnon oscillator damping ratio, difference between RSR and FSRrndecreases with decreasing of the damping ratio;rn(4) The relationship between RSR with FSR is also dependent onrninput seismic motion, at period range longer than the siternfundamental period, difference between RSR with FSRrndecreases with increasing of magnitude.
机译:本研究基于随机振动理论推导了RSR与rnFSR之间的关系式。然后,根据推导方程探索了两个光谱比之间的系统关系。得到以下结论。rn(1)RSR的形状与FSR的形状几乎一致。rn(2)FSR和RSR的最大值同时出现,rn,FSR之一系统地超过RSR。rn( 3)两种频谱比之间的关系是非振子阻尼比,RSR与FSR之间的差随着阻尼比的减小而减小; rn(4)RSR与FSR之间的关系还取决于rn输入地震运动,其周期范围大于在基础期,RSR与FSR之间的差异随着幅度的增加而减小。

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