作者: Wing Kam Liu , Rasim Aziz Uras
DOI: 10.1016/0029-5493(89)90038-1
关键词: Fluid–structure interaction 、 Shear (geology) 、 Galerkin method 、 Seismic loading 、 Mode coupling 、 Finite element method 、 Instability 、 Engineering 、 Structural engineering 、 Buckling
摘要: Abstract In this paper, applications of the theory developed in companion paper by Liu and Uras [1] are presented. The effects various types ground motion on dynamic stability fluid-structure system analyzed. criteria liquid-filled shells subjected to horizontal rocking excitation, shear loading, bending/shear combined vertically applied load established. resulting instability regions charts given tables ω-ϵ plots. Under motion, modal coupling circumferential direction as well axial is observed. possible buckling modes for a tall tank can be identified cos2θ, cos3θ cos4θ under cos5θ cos6θ, load. For broad two sets found: cos6θ through cos9θ, cos12θ cos14θ motion. When load, failure shift cos10θ cos12θ, cos15θ. effect appears important only if damping relatively small. bending forces dominate fluid-filled shells.