2010
DOI: 10.1007/978-3-642-14206-2_15
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Numerical Benchmarking of Fluid-Structure Interaction: A Comparison of Different Discretization and Solution Approaches

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Cited by 52 publications
(87 citation statements)
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“…If ρ ∞ = 1 the generalized-α method reduces to the Newmark method. By setting (17) (18) the generalized-α scheme replaces momentum equation (14) by (19) By using (17)- (18) and (15)- (16), it is possible to rewrite equation (19) in terms of the only unknown v n+1 . Concerning the particular choice of the generalized-α method and parameters, we take α m = −1, α k = 0, γ = 3/2 and β = 1, which correspond to ρ ∞ = 0.…”
Section: The Structure Equationsmentioning
confidence: 99%
See 1 more Smart Citation
“…If ρ ∞ = 1 the generalized-α method reduces to the Newmark method. By setting (17) (18) the generalized-α scheme replaces momentum equation (14) by (19) By using (17)- (18) and (15)- (16), it is possible to rewrite equation (19) in terms of the only unknown v n+1 . Concerning the particular choice of the generalized-α method and parameters, we take α m = −1, α k = 0, γ = 3/2 and β = 1, which correspond to ρ ∞ = 0.…”
Section: The Structure Equationsmentioning
confidence: 99%
“…This resulted in benchmark data available online to the scientific community for the validation of CFD simulations [15]. Other significant efforts towards the definition of a shared test bed for numerical solvers for partial differential equations, and specifically for flow problems, include the works by Turek and coworkers for the verification of solvers for the Navier-Stokes equations [16] and for the fluid-structure interaction problem [17,18].…”
Section: Introductionmentioning
confidence: 99%
“…Then, the total equivalent mass on an element can be calculated by dividing the product which can be obtained through multiplying the area of the element's face bearing pressure by the pressure value, by the current acceleration a n " .. u ptq. At last, the obtained total equivalent mass is distributed to the four nodes owned by the element using Equation (21), where S i is the area of the face with pressure owned by the element; m i , i " 1, 2, 3, 4 means the equivalent mass at each node. Once the procedure is programmed, the whole finite element model can be processed automatically.…”
Section: Results Comparison and Methods Validationmentioning
confidence: 99%
“…Zhao, et al [18] have used the ALE to simulate the fluid-structure interaction of the AP1000 water tank subjected to earthquakes and obtained the optimal height of water to reduce seismic responses. It is thus clear that the ALE based fluid-structure interaction algorithm can be used to deal with the coupling of liquid and its corresponding storage vessel [19][20][21]. Thus, the ALE based fluid-structure interaction approach is adopted in this study for analyses of the water conveyance tunnel subjected to earthquakes.…”
Section: Introductionmentioning
confidence: 99%
“…Em [97], o leitor pode verificar uma extensa comparação entre alguns dos principais métodos usados por diferentes grupos de pesquisa em atividade pelo mundo. A ideia do problema é avaliar a interação entre a esteira de vórtices formada atrás do cilindro e uma barra muito flexível presa a este para duas situações Mais uma vez pode ser evidenciada uma concordância muito boa dos resultados obtidos neste trabalho com resultados da literatura.…”
Section: Problema 54: Escoamento Em Torno De Um Cilindro Com Barra Funclassified