SciELO - Scientific Electronic Library Online

Bathe K.J. Finite Element Procedures in Engineering Analysis, Nueva Jersey, Prentice Hall, 1982, pp. 255–256. [ Links ]

Bathe J.K. et al. A Mixed Displacement–Based Finite Element Formulation for Acoustic Fluid–Structure Interaction. Computers & Structures, (56):225–237, 1995, ISSN:0045–7949. [ Links ]

Belytschko T.B., Kennedy J.M. A Fluid–Structure Finite Element Method for the Analysis of Reactor Safety Problems. Nuclear engineering Design, (38):71–81, 1976, ISSN:0029–5493. [ Links ]

Belytschko T.B. Fluid–Structure Interaction. Computer & Structures, (12):459–469, 1980, ISSN:0045–7949. [ Links ]

Bermúdez A., Rodríguez R. Finite Element Computation of the Vibration Modes of a Fluid–Soil System. Computer Methods in Applied Mechanics and Engineering, (119):355–370, 1994, ISSN:0045–7825. [ Links ]

Chen H.C., Taylor R.L. Vibration Analysis of Fluid–Solid Systems Using a Finite Element Displacement Formulation. Int. J. Num. Meth. Engng, (29):683–698, 1990, ISSN:0029–5981. [ Links ]

Everstine G.C. A Symmetric Potential Formulation for Fluid–Structure Interaction. Journal of Sound and Vibration, (79):157–160, 1981, ISSN:0022–460X. [ Links ]

Felippa C.A., Haugen B., Militello C. From the Individual Element Test to Finite Element Templates: Evolution of the Patch Test. Int. J. Num. Meth. Engng., (38):199–229, 1995, ISSN:0029–5981. [ Links ]

Felippa C.A., Ohayon R. Mixed Variational Formulation of Finite Element Analysis of Acoustoelastic/slosh Fluid–Structure Interaction. Journal of Fluids and Structures, (4):35–57, 1990a, ISSN:0889–9746. [ Links ]

Felippa C.A., Militello C. Variational Formulation of High Performance Finite Elements: Parameterized Variational Principles. Computers & Structures, (36):1–11, 1990b, ISSN:0045–7949. [ Links ]

Hamdi M.A. et al. A Displacement Method for the Analysis of Vibrations of Coupled Fluid–Structure Systems. Int. J. Num. Meth. Engng, (13):139–150, 1978, ISSN:0029–5981. [ Links ]

Kim Y.S., Yung C.B. A Spurious Free Four–Node Displacement–Based Fluid Element for Fluid–Structure Interaction Analysis. Engineering Structures, 19(8):665–678, 1997, ISSN:0141–0296. [ Links ]

Morand H., Ohayon R. Substructure Variational Analysis of the Vibrations of Coupled Fluid–Structure Systems. Finite Element Results. Int. J. Num. Meth. Engng., (14):741–755, 1979, ISSN:0029–5981. [ Links ]

Olson L.G., Bathe K.J. Analysis of Fluid–Structure Interactions. A Direct Symmetric Coupled Formulation Based on the Fluid Velocity Potencial. Computers & Structures, (21):21–32, 1985, ISSN:0045–7949. [ Links ]

Olson L.G., Bathe K.J. A Study of Displacement–Based Fluid Finite Elements for Calculating Frequencies of Fluid and Fluid–Structure Systems. Nuclear Engineering and Design, (76):137–151, 1983, ISSN:0029–5493. [ Links ]

Taylor R.L. et al. The Patch Test. A Condition for Assesing f.e.m Convergence. Int. J. Num. Meth. Engng., (22):39–62, 1986, ISSN:0029–5981. [ Links ]

Wang X., Bathe K.J. Displacement/Pressure Based Finite Element Formulations for Acoustic Fluid–Structure Interactions. Int. J. Num. Meth. Engng, (40):2011–2017, 1997, ISSN:0029–5981. [ Links ]