This study seeks to analyze the dynamics of propagating buckles. A computer program has been developed and a finite element technique has been implemented making use of nine-node isoparametric shell elements and considering the nonlinearities due to large deformation, i.e., large rotation and strain, elastoplastic material behavior and contact. Step-by-step integration in time has been carried out using the constant average acceleration algorithm. The necessary background in continuum mechanics will be summarized and the finite element technique will be described. The analysis of an elastoplastic ring will plane strain towards an approximate calculation of the propagation pressure will be presented. The analysis of quasistatic buckle propagation in a pipe and the comparison with the ring analysis is also covered. The technique will be applied to the dynamic analysis of buckle propagation for a pipe in a vacuum, and to the dynamic analysis of pipe now surrounded by water.
Related Publications: Tassoulas, J.L., Song, H.-W. and Katsounas, A.T., “Propagating Buckles in Deep-Water Pipelines,” Proceedings, ASCE Engineering Mechanics Specialty Conference, Columbus, Ohio, May 20-22, 1991.
Song, H.-W. and Tassoulas, J.L., “Dynamics of Propagating Buckles in Deep-Water Pipelines,” Proceedings, Offshore Mechanics and Arctic Engineering Conference, Stavanger, Norway, June 23-28, 1991.
Song, H.-W. and Tassoulas, J.L., “Dynamic Finite-Element Analysis of Propagating Buckles,” Proceedings, The Fourth International Conference on Computing in Civil and Building Engineering (IV-ICCCBE), Tokyo, Japan, July 29-31, 1991.
Song, H.-W. and Tassoulas, J.L., “Finite Element Analysis of Propagating Buckles,” International Journal for Numerical Methods in Engineering, Vol. 36, pp. 3529-3552, 1993.
Song, H.-W. and Tassoulas, J.L., “Large Deformation Buckle Analysis of an Inelastic Ring Under External Pressure,” Computers and Structures, Vol. 51, No. 2, pp. 225-233, April 1994.