TY - JOUR
T1 - Performance of low-frequency structures incorporated with rate-independent linear damping
AU - Luo, H.
AU - Ikago, K.
AU - Chong, C.
AU - Keivan, A.
AU - Phillips, B. M.
N1 - Funding Information:
This work was supported by a Grant-in-Aid for Scientific Research (B) (No. 15H04070 ) provided by the Japan Society for the Promotion of Science (JSPS). Also, we would like to thank Editage ( www.editage.jp ) for English language editing.
Publisher Copyright:
© 2018 The Authors
PY - 2019/2/15
Y1 - 2019/2/15
N2 - This study examines the performance of rate-independent linear damping incorporated into a low-frequency structure subjected to strong ground motion. Linear viscous damping and rate-independent linear damping are known to yield similar response displacements and velocities during earthquakes. If the central response frequency is close to the fundamental frequency of the structure, the two linear damping elements yield almost identical damping forces. However, if the two frequencies differ significantly, these two damping elements yield substantially different damping forces, resulting in substantially different floor-response accelerations. The benefit of rate-independent linear damping in a low-frequency structure is that it yields relatively low floor-response accelerations, even when the structure is subjected to ground motion containing high-frequency components. In contrast, linear viscous damped structures can suffer high accelerations induced by high damping forces caused by high-frequency components in ground motion. Thus, rate-independent linear damping is expected to be more effective in controlling floor-response accelerations without increasing the response displacements. To simulate the behavior of rate-independent linear damping for practical applications, both active and passive methods are proposed. We found that a passive model containing a Maxwell element and a negative stiffness element in parallel is a viable option for mimicking the behavior of rate-independent linear damping and thereby improving the seismic performance of low-frequency structures subjected to strong ground motion.
AB - This study examines the performance of rate-independent linear damping incorporated into a low-frequency structure subjected to strong ground motion. Linear viscous damping and rate-independent linear damping are known to yield similar response displacements and velocities during earthquakes. If the central response frequency is close to the fundamental frequency of the structure, the two linear damping elements yield almost identical damping forces. However, if the two frequencies differ significantly, these two damping elements yield substantially different damping forces, resulting in substantially different floor-response accelerations. The benefit of rate-independent linear damping in a low-frequency structure is that it yields relatively low floor-response accelerations, even when the structure is subjected to ground motion containing high-frequency components. In contrast, linear viscous damped structures can suffer high accelerations induced by high damping forces caused by high-frequency components in ground motion. Thus, rate-independent linear damping is expected to be more effective in controlling floor-response accelerations without increasing the response displacements. To simulate the behavior of rate-independent linear damping for practical applications, both active and passive methods are proposed. We found that a passive model containing a Maxwell element and a negative stiffness element in parallel is a viable option for mimicking the behavior of rate-independent linear damping and thereby improving the seismic performance of low-frequency structures subjected to strong ground motion.
KW - Low-frequency structure
KW - Magneto-rheological fluid damper
KW - Maxwell element
KW - Negative stiffness
KW - Rate-independent linear damping
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U2 - 10.1016/j.engstruct.2018.12.022
DO - 10.1016/j.engstruct.2018.12.022
M3 - Article
AN - SCOPUS:85058364230
VL - 181
SP - 324
EP - 335
JO - Structural Engineering Review
JF - Structural Engineering Review
SN - 0141-0296
ER -