Download Computational and Experimental Biomedical Sciences: Methods by João Manuel R. S. Tavares, R.M. Natal Jorge PDF

By João Manuel R. S. Tavares, R.M. Natal Jorge

This booklet includes the total papers awarded at ICCEBS 2013 – the first overseas convention on Computational and Experimental Biomedical Sciences, which was once geared up in Azores, in October 2013.

The integrated papers current and speak about new developments in these fields, utilizing a number of tools and methods, together with lively form versions, constitutive types, isogeometric components, genetic algorithms, point units, fabric versions, neural networks, optimization and the finite point process, to be able to tackle extra successfully varied and well timed functions regarding biofluids, desktop simulation, computational biomechanics, photo dependent prognosis, snapshot processing and research, picture segmentation, photograph registration, scaffolds, simulation and surgical planning.

The major viewers for this ebook contains researchers, Ph.D scholars and graduate scholars with multidisciplinary pursuits regarding the parts of man-made intelligence, bioengineering, biology, biomechanics, computational fluid dynamics, computational mechanics, computational imaginative and prescient, histology, human movement, imagiology, utilized arithmetic, clinical picture, drugs, orthopaedics, rehabilitation, speech construction and tissue engineering.

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Additional resources for Computational and Experimental Biomedical Sciences: Methods and Applications: ICCEBS 2013 -- International Conference on Computational and Experimental Biomedical Sciences

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J Mech Phys Solids, 41:389–412, 1993. 7. C. Bingham. An antipodally summetric distribution on the sphere. Ann Stat, 2:1201–1225, 1974. 8. J. Bonet and R. D. Wood. Nonlinear Continuum Mechanics for Finite Element Analysis. Cambridge University Press, Cambridge, 2008. 9. B. Calvo, E. Peña, P. Martins, T. Mascarenhas, M. Doblare, R. Natal, and A. Ferreira. On modelling damage process in vaginal tissue. J Biomech, 42:642–651, 2009. 10. B. Calvo, E. Peña, M. A. Martínez, and M. Doblaré. An uncoupled directional damage model for fibered biological soft tissues.

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Sáez, E. Peña, and M. A. Martínez. A structural approach including the behavior of collagen cross-links to model patient-specific human carotid arteries. Ann Biomed Eng, 42:1158–1169, 2014. 49. J. C. Simo. On a fully three-dimensional finite-strain viscoelastic damage model: Formulation and computational aspects. Comput Methods Appl Mech Engrg, 60:153–173, 1987. 50. J. C. Simo and J. W. Ju. Strain- and stress-based continuum damage models. I. Formulation. Int J Solids Struct, 23:821–840, 1987. 51.

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