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 ebook includes the entire papers awarded at ICCEBS 2013 – the first overseas convention on Computational and Experimental Biomedical Sciences, which was once prepared in Azores, in October 2013.

The integrated papers current and talk about new traits in these fields, utilizing numerous tools and strategies, together with lively form versions, constitutive versions, isogeometric parts, genetic algorithms, point units, fabric types, neural networks, optimization and the finite aspect technique, on the way to handle extra successfully diversified and well timed purposes concerning biofluids, laptop simulation, computational biomechanics, snapshot established analysis, picture processing and research, picture segmentation, picture registration, scaffolds, simulation and surgical planning.

The major viewers for this booklet includes researchers, Ph.D scholars and graduate scholars with multidisciplinary pursuits concerning 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 photograph, medication, orthopaedics, rehabilitation, speech creation and tissue engineering.

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

Sample text

García, E. C. Gasser and M. A. Martínez. Microstructural analysis of fiber orientation in swine carotid artery: structural quantification and constitutive modelling. Submitted, 2015. 23. T. C. Gasser, R. W. Ogden, and G. A. Holzapfel. Hyperelastic modelling of arterial layers with distributed collagen fibre orientations. J R Soc Interface, 3:15–35, 2006. 24. S. Govindjee, G. J. Kay, and J. C. Simo. Anisotropic modelling and numerical simulation of brittle damage in concrete. Int J Numer Meth Engng, 38:3611–3633, 1995.

1] proposed a hyperelastic microsphere-based model with statistically distributed fibers. In that model, it is assumed the existence of a uniaxial orientation distribution function qðr; aÞ ¼ qðÀr; aÞ for r 2 U2 a referential unit vector and U2 the unit sphere surface. The macroscopic strain energy density corresponding to one family of fibers associated with the so-called preferred direction a and with n fibers per unit volume is then defined as f ¼ W n X i; qðri ; aÞW f ð22Þ i¼1 where ri are referential unit vectors associated with the direction of the ith fiber, and Wif is the fiber’s strain energy according to the deformation in the direction of ri .

Kay, and J. C. Simo. Anisotropic modelling and numerical simulation of brittle damage in concrete. Int J Numer Meth Engng, 38:3611–3633, 1995. 25. C. S. Herz. Bessel functions of matrix argument. Ann Math, 61:474–523, 1955. 26. G. A. Holzapfel, T. C. Gasser, and R. W. Ogden. A new constitutive framework for arterial wall mechanics and a comparative study of material models. J Elasticity, 61:1–48, 2000. 27. G. A. Holzapfel, T. C. Gasser, and M. Stadler. A structural model for the viscoelastic behaviour of arterial walls: Continuum formultaion and finite element analysis.

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