Effect of vertical ground motions on shear demand and capacity in bridge columns.
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2012-03-01
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Abstract:The objective of this project was to examine the effects of axial force variation in bridge columns due to strong vertical ; ground motions and the influence of these axial force fluctuations on shear strength degradation. ; Two quarter scale specimens (SP1 and SP2) with different transverse reinforcement ratios were constructed and tested on ; the UC-Berkeley shaking table at the Richmond Field Station. As a result of an extensive numerical investigation and ; preliminary fidelity tests, the 1994 Northridge earthquake acceleration recorded at the Pacoima Dam was selected as an ; input motion for the shaking table study. The chosen ground motion was applied to the test specimens at various intensity ; levels ranging from 5% to 125% of the actual recorded motion. ; As part of the computational modeling, a new shear spring model which incorporates shear strength estimations based on ; ACI and Caltrans SDC equations is developed and implemented in the computational platform, OpenSees 28. The models ; are reasonably successful in capturing the shear-force and displacement histories measured during the tests. ; The study indicates that strong vertical excitations can induce axial tension in the column which causes marginal degradation ; of the shear strength (mainly due to the degradation of the concrete contribution to shear strength). The degradation did not ; adversely affect the performance of the column. Since the vertical frequency of bridge columns is much higher than the ; transverse or longitudinal frequency, the imposed axial tension is sustained for very short durations. ; The present study of a single column bent suggests that ignoring the concrete contribution to shear capacity when the ; column is in tension is conservative. Given the fact that the shear capacity expression in SDC is specified to deal with cases ; of sustained axial tension, attention should be paid to the use of SDC expression in cases where axial tension occurs only ; due to vertical excitation.
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Main Document Checksum:urn:sha256:341a67e67f45ac8d5dc6dbb89f7255c24dcc497cb062087294deb9ccb1bc6349