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Actas JP2011 - Universidad de La Laguna

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<strong>Actas</strong> XXII Jornadas <strong>de</strong> Paralelismo (<strong>JP2011</strong>) , <strong>La</strong> <strong>La</strong>guna, Tenerife, 7-9 septiembre 2011sis”, Advances in Engineering Software, vol. 37, pp. 248–259, 2006.[17] E. A. Wilson and B. Parsons, Finite element analysis ofelastic contact problems using differential displacements,International Journal for Numerical Methods in Engineering,vol. 2, pp. 387–395. 1969.[18] P. Wriggers, ”Finite element algorithms for contact problems”,Archives of Computational Methods in Engineering,vol. 2, pp. 1–49, 1995.Fig. 6. This figure shows the execution time comparison ofthermoelastic problems. In cases 1 and 3, we manage ameaningful reduction while in cases 2 and 4, the differenceis insignificant.[2] Stephen Kirkup, Boundary element method for laplaceproblems., [Online]. Available: http: //www.boundaryelement-method.com/laplace/manual/chap1/in<strong>de</strong>x.htm.[3] J. M. E. Alzola, ”El método <strong>de</strong> los elementos <strong>de</strong> contornoen problemas elastodinámicos con simetría <strong>de</strong> revolución”,Ph.D. dissertation, <strong>La</strong>s Palmas <strong>de</strong> Gran Canaria, 1988.[4] T. An<strong>de</strong>rsson, B. Fredriksson, and B. G. A. Persson, ”Theboundary element method applied to two-dimensional contactproblems”, in New <strong>de</strong>velopments in boundary elementmethods. Proceedings of the Second International Seminaron Recent Advances in Boundary Element Methods.,Southampton, England., 1980, pp. 247–263.[5] S. K. Chan and I. S. Tuba, ”A finite element methodfor contact problems of solid bodies - part i. theory andvalidation”, International Journal of Mechanical Sciences,vol. 13, pp. 615–625, 1971.[6] E. G. Díaz, ”Formulación e implementación <strong>de</strong>l método<strong>de</strong> los elementos <strong>de</strong> contorno para problemas axisimétricos<strong>de</strong> contacto. aplicación a la caracterización <strong>de</strong> la interfasefibra matriz en materiales compuestos”, Ph.D. dissertation,<strong>Universidad</strong> <strong>de</strong> Sevilla, 2006.[7] J. Dundurs, ”Distorsion of a body caused by free thermalexpansion”, Mechanics Research Communications, vol. 1,pp. 121–124, 1974.[8] J. V. Espinosa, ”Análisis <strong>de</strong>l problema <strong>de</strong> contacto termoelásticotridimensional sin fricción mediante el método<strong>de</strong> los elementos <strong>de</strong> contorno, aplicación en microelectrónica”,Ph.D. dissertation, <strong>Universidad</strong> <strong>de</strong> Valladolid,2010.[9] L. Gaul and W. Wenzel, ”Acoustic calculations with thehybrid boundary element method in time domain”, Engineeringanalysis with boundary elements, vol. 25, no. 4-5,pp. 259–265, 2001.[10] J. Ángel González Pérez, ”Estudio <strong>de</strong> problemas <strong>de</strong> contactoincluyendo rodadura mediante el método <strong>de</strong> los elementos<strong>de</strong> contorno”, Ph.D. dissertation, <strong>Universidad</strong> <strong>de</strong>Sevilla, 2001.[11] R. Gonzalez, J. Vallepuga, y L. Sánchez, ”Desarrollo<strong>de</strong> un entorno en C++ y OpenGL para la resolucio´n <strong>de</strong>problemas <strong>de</strong> contacto entre sólidos 3D”, Congreso <strong>de</strong>Métodos Numéricos en Ingeniería, 2009.[12] R. González, ”Optimización <strong>de</strong>l método <strong>de</strong> los elementos<strong>de</strong> contorno en la resolución <strong>de</strong> problemas <strong>de</strong> contactotermoelástico mediante técnicas <strong>de</strong> paralelismo”, <strong>Universidad</strong><strong>de</strong> León, 2010.[13] H. R. Millwater, ”Probabilistic fracture mechanics analysisusing the boundary element method”, First InternationalSymposium on Uncertainty Mo<strong>de</strong>ling and AnalysisProceedings, 1990, pp. 426–431.[14] F. J. Rizzo, ”An integral equation approach to boundaryvalue problems of classical elastostatics”, Quarterly ofApplied Mathematics, vol. 25, pp. 83–95, 1967.[15] M. Stenroos, V. Mäntynen, and J. Nenonen, ”A matlablibrary for solving quasi-static volume conduction problemsusing the boundary element method”, Computermethods and programs in biomedicine, vol. 88, pp. 256–263, 2007.[16] H. Qiao, ”Object-oriented programming for the boundaryelement method in two-dimensional heat transfer analy-<strong>JP2011</strong>-152

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