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Spectral displacement.
The Spectral Displacement (S D ) is given by Eq. (7).
The proposed method considers the inelastic spectral displacement and the inelastic first mode vector.
It means decreasing the spectral displacement is because of increasing the viscous damping for a system.
The ASCE/SEI 41-06 coefficient method approach was utilized for calculating spectral displacement under certain acceleration rates.
Table 7 includes the recorded spectral response as acceleration, velocity and spectral displacement for ODBS system by various eccentricities.
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In order to relate system displacements to spectral accelerations, it is necessary to obtain spectral displacements using the design response spectrum code equations (e.g. [3], Eq. 1).
According to right figure, the amount of spectral displacements is indicated for ODBS by the same eccentricity.
In Fig. 23a, c and d, the response spectral displacements versus time periods are specified for various accelerograms assessment.
As indicated in recent figures and illustrative equations, the viscous damping ratio and the spectral displacements are related inversely.
The states of the Slight damage and the Moderate damage were defined as the spectral displacements corresponding to the 70 and the 100% of the yield point, respectively.
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