Research Article

Assessment and Code Considerations for the Combined Effect of Seismic Base Isolation and Viscoelastic Dampers

Table 2

Response of model buildings.

ModelsFixed basedBase isolatedViscoelastic dampersCombination

Forth storeyLateral sway (mm)Eq-A, 𝑇 = 0 . 1 3  secs3.16.3 (25.2)0.86.3 (25.2)
Eq-B, 𝑇 = 1 . 4 3  secs7.394.6 (378.3)3.190.4 (361.5)
Static equivalent force method10.837.0 (147.8)8.435.8 (143.2)
Bending moment (kNm)Eq-A, 𝑇 = 0 . 1 3  secs43.45.4 (21.7)7.92.6 (10.5)
Eq-B, 𝑇 = 1 . 4 3  secs81.565.2 (260.6)24.136.5 (145.9)
Static equivalent force method125.726.0 (103.7)88.714.8 (59.3)
Drift ratio 10−3Eq-A, 𝑇 = 0 . 1 3  secs0.170.025 (0.1)0.040.015 (0.06)
Eq-B, 𝑇 = 1 . 4 3  secs0.470.40 (1.6)0.170.24 (0.97)
Static equivalent force method0.730.15 (0.6)0.530.093 (0.37)

Second storeyLateral sway (mm)Eq-A, 𝑇 = 0 . 1 3  secs1.76.1 (24.5)0.56.2 (24.7)
Eq-B, 𝑇 = 1 . 4 3  secs3.891.6 (366.2)1.888.6 (354.5)
Static equivalent force method5.535.8 (143.0)4.535.1 (140.3)
Bending moment (kNm)Eq-A, 𝑇 = 0 . 1 3  secs53.28.4 (33.5)13.85.4 (21.7)
Eq-B, 𝑇 = 1 . 4 3  secs111.7121.3 (485.1)52.777.1 (308.3)
Static equivalent force method159.348.1 (192.3)12931.0 (123.9)
Drift ratio 10−3Eq-A, 𝑇 = 0 . 1 3  secs0.350.05 (0.2)0.090.035 (0.14)
Eq-B, 𝑇 = 1 . 4 3  secs0.8 0.75 (3.0)0.370.52 (2.06)
Static equivalent force method1.20.325 (1.3)0.90.2 (0.83)

Structural frameBase shear (kN)Eq-A, 𝑇 = 0 . 1 3  secs117.613.7 (54.6)42.99.6 (38.2)
Eq-B, 𝑇 = 1 . 4 3  secs211.7284.0 (1135.8)131.8188.2 (752.8)
Static equivalent force method275.277.5 (310.0)320.877.5 (310.0)
Reduction factor ( 𝑅 )88 (2)88 (2)
Period of the building ( 𝑇 ) (secs)0.5752.4790.4752.452

Note: time history analyses results were obtained as average of 5 peaks.