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Modeling porous scaffold microstructure by a reaction-diffusion system and its degradation by hydrolysis.

, , and . Comp. in Bio. and Med., 42 (2): 147-155 (2012)

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Alexander Verl

On the Dynamics and Emergency Stop Behavior of Cable-Driven Parallel Robots, , and . ROMANSY 21 - Robot Design, Dynamics and Control, volume 569 of CISM International Centre for Mechanical Sciences, page 431--438. Switzerland, Springer Verlag and Springer International Publishing, (2016)
 

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Development of Biped Robots at the National University of Colombia., , and . CLAWAR, page 357-364. Springer, (2005)A theoretical model of dentinogenesis: Dentin and dentinal tubule formation., , and . Computer Methods and Programs in Biomedicine, 112 (1): 219-227 (2013)Proximal femoral growth plate mechanical behavior: Comparison between different developmental stages., , and . Comp. in Bio. and Med., (2016)Modeling porous scaffold microstructure by a reaction-diffusion system and its degradation by hydrolysis., , and . Comp. in Bio. and Med., 42 (2): 147-155 (2012)Load distribution on the radio-carpal joint for carpal arthrodesis., , , and . Computer Methods and Programs in Biomedicine, (2016)Theoretical distribution of load in the radius and ulna carpal joint., , , and . Comp. in Bio. and Med., (2015)Appearance and formation of seed and pericarp may be explained by a reaction-diffusion mechanism? A mathematical modeling., , and . Mathematical and Computer Modelling, 55 (3-4): 853-860 (2012)Spongiosa Primary Development: A Biochemical Hypothesis by Turing Patterns Formations., and . Comp. Math. Methods in Medicine, (2012)Geometric and mechanical properties evaluation of scaffolds for bone tissue applications designing by a reaction-diffusion models and manufactured with a material jetting system., , and . J. Computational Design and Engineering, 3 (4): 385-397 (2016)Examples of the Effect of Growth and Strain on Turing Pattern Formation Dynamics.. I. J. Bifurcation and Chaos, (2012)